diff --git a/1.FeatureEngineering.ipynb b/1.FeatureEngineering.ipynb new file mode 100644 index 0000000..41fc876 --- /dev/null +++ b/1.FeatureEngineering.ipynb @@ -0,0 +1,3724 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "DNWMn_ox_f2B" + }, + "source": [ + "# Load the data" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Collecting appnope==0.1.2\n", + " Downloading appnope-0.1.2-py2.py3-none-any.whl (4.3 kB)\n", + "Collecting asttokens==2.0.5\n", + " Using cached asttokens-2.0.5-py2.py3-none-any.whl (20 kB)\n", + "Requirement already satisfied: backcall==0.2.0 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 3)) (0.2.0)\n", + "Collecting category-encoders==2.4.0\n", + " Downloading category_encoders-2.4.0-py2.py3-none-any.whl (86 kB)\n", + "Collecting cycler==0.11.0\n", + " Using cached cycler-0.11.0-py3-none-any.whl (6.4 kB)\n", + "Collecting debugpy==1.5.1\n", + " Downloading debugpy-1.5.1-cp39-cp39-win_amd64.whl (4.4 MB)\n", + "Collecting decorator==5.1.1\n", + " Using cached decorator-5.1.1-py3-none-any.whl (9.1 kB)\n", + "Collecting entrypoints==0.4\n", + " Using cached entrypoints-0.4-py3-none-any.whl (5.3 kB)\n", + "Collecting executing==0.8.3\n", + " Using cached executing-0.8.3-py2.py3-none-any.whl (16 kB)\n", + "Collecting fonttools==4.29.1\n", + " Using cached fonttools-4.29.1-py3-none-any.whl (895 kB)\n", + "Collecting ipykernel==6.9.1\n", + " Downloading ipykernel-6.9.1-py3-none-any.whl (128 kB)\n", + "Collecting ipython==8.1.1\n", + " Using cached ipython-8.1.1-py3-none-any.whl (750 kB)\n", + "Collecting jedi==0.18.1\n", + " Using cached jedi-0.18.1-py2.py3-none-any.whl (1.6 MB)\n", + "Requirement already satisfied: joblib==1.1.0 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 14)) (1.1.0)\n", + "Collecting jupyter-client==7.1.2\n", + " Using cached jupyter_client-7.1.2-py3-none-any.whl (130 kB)\n", + "Collecting jupyter-core==4.9.2\n", + " Using cached jupyter_core-4.9.2-py3-none-any.whl (86 kB)\n", + "Collecting kiwisolver==1.3.2\n", + " Downloading kiwisolver-1.3.2-cp39-cp39-win_amd64.whl (52 kB)\n", + "Collecting lxml==4.8.0\n", + " Downloading lxml-4.8.0-cp39-cp39-win_amd64.whl (3.6 MB)\n", + "Collecting matplotlib==3.5.1\n", + " Downloading matplotlib-3.5.1-cp39-cp39-win_amd64.whl (7.2 MB)\n", + "Collecting matplotlib-inline==0.1.3\n", + " Using cached matplotlib_inline-0.1.3-py3-none-any.whl (8.2 kB)\n", + "Collecting MiniSom==2.3.0\n", + " Downloading MiniSom-2.3.0.tar.gz (8.8 kB)\n", + "Collecting nest-asyncio==1.5.4\n", + " Using cached nest_asyncio-1.5.4-py3-none-any.whl (5.1 kB)\n", + "Collecting networkx==2.7.1\n", + " Downloading networkx-2.7.1-py3-none-any.whl (2.0 MB)\n", + "Collecting numpy==1.22.3\n", + " Downloading numpy-1.22.3-cp39-cp39-win_amd64.whl (14.7 MB)\n", + "Requirement already satisfied: packaging==21.3 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 25)) (21.3)\n", + "Requirement already satisfied: pandas==1.4.1 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 26)) (1.4.1)\n", + "Collecting parso==0.8.3\n", + " Using cached parso-0.8.3-py2.py3-none-any.whl (100 kB)\n", + "Requirement already satisfied: patsy==0.5.2 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 28)) (0.5.2)\n", + "Requirement already satisfied: pexpect==4.8.0 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 29)) (4.8.0)\n", + "Collecting pickle-mixin==1.0.2\n", + " Downloading pickle-mixin-1.0.2.tar.gz (5.1 kB)\n", + "Requirement already satisfied: pickleshare==0.7.5 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 31)) (0.7.5)\n", + "Collecting Pillow==9.0.1\n", + " Downloading Pillow-9.0.1-cp39-cp39-win_amd64.whl (3.2 MB)\n", + "Collecting prompt-toolkit==3.0.28\n", + " Using cached prompt_toolkit-3.0.28-py3-none-any.whl (380 kB)\n", + "Requirement already satisfied: ptyprocess==0.7.0 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 34)) (0.7.0)\n", + "Collecting pure-eval==0.2.2\n", + " Using cached pure_eval-0.2.2-py3-none-any.whl (11 kB)\n", + "Collecting Pygments==2.11.2\n", + " Using cached Pygments-2.11.2-py3-none-any.whl (1.1 MB)\n", + "Requirement already satisfied: PyMySQL==1.0.2 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 37)) (1.0.2)\n", + "Collecting pyparsing==3.0.7\n", + " Using cached pyparsing-3.0.7-py3-none-any.whl (98 kB)\n", + "Requirement already satisfied: python-dateutil==2.8.2 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 39)) (2.8.2)\n", + "Requirement already satisfied: pytz==2021.3 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 40)) (2021.3)\n", + "Collecting pyzmq==22.3.0\n", + " Downloading pyzmq-22.3.0-cp39-cp39-win_amd64.whl (1.0 MB)\n", + "Collecting scikit-learn==1.0.2\n", + " Downloading scikit_learn-1.0.2-cp39-cp39-win_amd64.whl (7.2 MB)\n", + "Collecting scipy==1.8.0\n", + " Downloading scipy-1.8.0-cp39-cp39-win_amd64.whl (36.9 MB)\n", + "Requirement already satisfied: seaborn==0.11.2 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 44)) (0.11.2)\n", + "Requirement already satisfied: six==1.16.0 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 45)) (1.16.0)\n", + "Collecting sklearn==0.0\n", + " Using cached sklearn-0.0-py2.py3-none-any.whl\n", + "Collecting stack-data==0.2.0\n", + " Using cached stack_data-0.2.0-py3-none-any.whl (21 kB)\n", + "Requirement already satisfied: statsmodels==0.13.2 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 48)) (0.13.2)\n", + "Collecting threadpoolctl==3.1.0\n", + " Using cached threadpoolctl-3.1.0-py3-none-any.whl (14 kB)\n", + "Requirement already satisfied: tornado==6.1 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 50)) (6.1)\n", + "Collecting tqdm==4.63.0\n", + " Downloading tqdm-4.63.0-py2.py3-none-any.whl (76 kB)\n", + "Collecting traitlets==5.1.1\n", + " Using cached traitlets-5.1.1-py3-none-any.whl (102 kB)\n", + "Requirement already satisfied: wcwidth==0.2.5 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from -r requirement.txt (line 53)) (0.2.5)\n", + "Requirement already satisfied: setuptools>=18.5 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from ipython==8.1.1->-r requirement.txt (line 12)) (58.0.4)\n", + "Requirement already satisfied: colorama in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from ipython==8.1.1->-r requirement.txt (line 12)) (0.4.4)\n", + "Requirement already satisfied: pywin32>=1.0 in c:\\users\\huang.anni\\anaconda3\\lib\\site-packages (from jupyter-core==4.9.2->-r requirement.txt (line 16)) (228)\n", + "Building wheels for collected packages: MiniSom, pickle-mixin\n", + " Building wheel for MiniSom (setup.py): started\n", + " Building wheel for MiniSom (setup.py): finished with status 'done'\n", + " Created wheel for MiniSom: filename=MiniSom-2.3.0-py3-none-any.whl size=9018 sha256=ca59bd24c982d70d57e6671d1d93add1942389924d4021d099f0d3b82628eda2\n", + " Stored in directory: c:\\users\\huang.anni\\appdata\\local\\pip\\cache\\wheels\\7e\\47\\6d\\97ad48be13d8b0fc231b7df226a3d6645820c32559822a826c\n", + " Building wheel for pickle-mixin (setup.py): started\n", + " Building wheel for pickle-mixin (setup.py): finished with status 'done'\n", + " Created wheel for pickle-mixin: filename=pickle_mixin-1.0.2-py3-none-any.whl size=6008 sha256=54ef1ad032cd72b049289d2f47433b05796e6803e40011d61dcaeca116e085a0\n", + " Stored in directory: c:\\users\\huang.anni\\appdata\\local\\pip\\cache\\wheels\\58\\c6\\8b\\061bd4edc8cea2b2235758c3e50473d08499236fbfdd21e6b3\n", + "Successfully built MiniSom pickle-mixin\n", + "Installing collected packages: traitlets, pyparsing, pure-eval, parso, numpy, executing, asttokens, threadpoolctl, stack-data, scipy, pyzmq, Pygments, prompt-toolkit, Pillow, nest-asyncio, matplotlib-inline, kiwisolver, jupyter-core, jedi, fonttools, entrypoints, decorator, cycler, scikit-learn, matplotlib, jupyter-client, ipython, debugpy, tqdm, sklearn, pickle-mixin, networkx, MiniSom, lxml, ipykernel, category-encoders, appnope\n", + " Attempting uninstall: traitlets\n", + " Found existing installation: traitlets 5.1.0\n", + " Uninstalling traitlets-5.1.0:\n", + " Successfully uninstalled traitlets-5.1.0\n", + " Attempting uninstall: pyparsing\n", + " Found existing installation: pyparsing 3.0.4\n", + " Uninstalling pyparsing-3.0.4:\n", + " Successfully uninstalled pyparsing-3.0.4\n", + " Attempting uninstall: parso\n", + " Found existing installation: parso 0.8.2\n", + " Uninstalling parso-0.8.2:\n", + " Successfully uninstalled parso-0.8.2\n", + " Attempting uninstall: numpy\n", + " Found existing installation: numpy 1.20.3\n", + " Uninstalling numpy-1.20.3:\n", + " Successfully uninstalled numpy-1.20.3\n", + " Attempting uninstall: threadpoolctl\n", + " Found existing installation: threadpoolctl 2.2.0\n", + " Uninstalling threadpoolctl-2.2.0:\n", + " Successfully uninstalled threadpoolctl-2.2.0\n", + " Attempting uninstall: scipy\n", + " Found existing installation: scipy 1.7.1\n", + " Uninstalling scipy-1.7.1:\n", + " Successfully uninstalled scipy-1.7.1\n", + " Attempting uninstall: pyzmq\n", + " Found existing installation: pyzmq 22.2.1\n", + " Uninstalling pyzmq-22.2.1:\n", + " Successfully uninstalled pyzmq-22.2.1\n", + " Attempting uninstall: Pygments\n", + " Found existing installation: Pygments 2.10.0\n", + " Uninstalling Pygments-2.10.0:\n", + " Successfully uninstalled Pygments-2.10.0\n", + " Attempting uninstall: prompt-toolkit\n", + " Found existing installation: prompt-toolkit 3.0.20\n", + " Uninstalling prompt-toolkit-3.0.20:\n", + " Successfully uninstalled prompt-toolkit-3.0.20\n", + " Attempting uninstall: Pillow\n", + " Found existing installation: Pillow 8.4.0\n", + " Uninstalling Pillow-8.4.0:\n", + " Successfully uninstalled Pillow-8.4.0\n", + " Attempting uninstall: nest-asyncio\n", + " Found existing installation: nest-asyncio 1.5.1\n", + " Uninstalling nest-asyncio-1.5.1:\n", + " Successfully uninstalled nest-asyncio-1.5.1\n", + " Attempting uninstall: matplotlib-inline\n", + " Found existing installation: matplotlib-inline 0.1.2\n", + " Uninstalling matplotlib-inline-0.1.2:\n", + " Successfully uninstalled matplotlib-inline-0.1.2\n", + " Attempting uninstall: kiwisolver\n", + " Found existing installation: kiwisolver 1.3.1\n", + " Uninstalling kiwisolver-1.3.1:\n", + " Successfully uninstalled kiwisolver-1.3.1\n", + " Attempting uninstall: jupyter-core\n", + " Found existing installation: jupyter-core 4.8.1\n", + " Uninstalling jupyter-core-4.8.1:\n", + " Successfully uninstalled jupyter-core-4.8.1\n", + " Attempting uninstall: jedi\n", + " Found existing installation: jedi 0.18.0\n", + " Uninstalling jedi-0.18.0:\n", + " Successfully uninstalled jedi-0.18.0\n", + " Attempting uninstall: fonttools\n", + " Found existing installation: fonttools 4.25.0\n", + " Uninstalling fonttools-4.25.0:\n", + " Successfully uninstalled fonttools-4.25.0\n", + " Attempting uninstall: entrypoints\n", + " Found existing installation: entrypoints 0.3\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + "WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + "WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + " WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + "ERROR: Cannot uninstall 'entrypoints'. It is a distutils installed project and thus we cannot accurately determine which files belong to it which would lead to only a partial uninstall.\n", + "WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + "WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n", + "WARNING: Ignoring invalid distribution -tatsmodels (c:\\users\\huang.anni\\anaconda3\\lib\\site-packages)\n" + ] + } + ], + "source": [ + "!pip install -r requirement.txt" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "69QDAEp1Cm5l", + "outputId": "df32de0f-b4d3-4bc7-85a9-13b59dd9c768" + }, + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'numpy'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32md:\\OneDrive - Singapore Management University\\Huang Anni\\Term2\\ISSS610-AML\\AML-Group Project\\1.FeatureEngineering.ipynb Cell 3'\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mFeatureEngineering\u001b[39;00m \u001b[39mimport\u001b[39;00m \u001b[39m*\u001b[39m\n\u001b[0;32m 2\u001b[0m data_dir \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39m./data/\u001b[39m\u001b[39m'\u001b[39m\n\u001b[0;32m 3\u001b[0m data \u001b[39m=\u001b[39m my_read_csv(data_dir\u001b[39m+\u001b[39m\u001b[39m'\u001b[39m\u001b[39mdata_v1.csv\u001b[39m\u001b[39m'\u001b[39m)\n", + "File \u001b[1;32md:\\OneDrive - Singapore Management University\\Huang Anni\\Term2\\ISSS610-AML\\AML-Group Project\\FeatureEngineering.py:6\u001b[0m, in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 4\u001b[0m logging\u001b[39m.\u001b[39mdisable(sys\u001b[39m.\u001b[39mmaxsize)\n\u001b[0;32m 5\u001b[0m \u001b[39m# Basic\u001b[39;00m\n\u001b[1;32m----> 6\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mnumpy\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mnp\u001b[39;00m\n\u001b[0;32m 7\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mpandas\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mpd\u001b[39;00m\n\u001b[0;32m 8\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mscipy\u001b[39;00m \u001b[39mimport\u001b[39;00m stats\n", + "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'numpy'" + ] + } + ], + "source": [ + "from FeatureEngineering import *\n", + "data_dir = './data/'\n", + "data = my_read_csv(data_dir+'data_v1.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "G38vliXZC0oS", + "outputId": "875aa664-fef3-42cf-dc69-9475ef793464" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 32902 entries, 0 to 32901\n", + "Data columns (total 218 columns):\n", + " # Column Dtype \n", + "--- ------ ----- \n", + " 0 SK_ID_CURR int64 \n", + " 1 TARGET float64\n", + " 2 NAME_CONTRACT_TYPE_x object \n", + " 3 CODE_GENDER int64 \n", + " 4 FLAG_OWN_CAR int64 \n", + " 5 FLAG_OWN_REALTY int64 \n", + " 6 CNT_CHILDREN int64 \n", + " 7 AMT_INCOME_TOTAL float64\n", + " 8 AMT_CREDIT_x float64\n", + " 9 AMT_ANNUITY_x float64\n", + " 10 AMT_GOODS_PRICE_x float64\n", + " 11 NAME_TYPE_SUITE_x object \n", + " 12 NAME_INCOME_TYPE object \n", + " 13 NAME_EDUCATION_TYPE object \n", + " 14 NAME_FAMILY_STATUS object \n", + " 15 NAME_HOUSING_TYPE object \n", + " 16 REGION_POPULATION_RELATIVE float64\n", + " 17 DAYS_BIRTH float64\n", + " 18 DAYS_EMPLOYED float64\n", + " 19 DAYS_REGISTRATION float64\n", + " 20 DAYS_ID_PUBLISH float64\n", + " 21 OWN_CAR_AGE float64\n", + " 22 FLAG_MOBIL float64\n", + " 23 FLAG_EMP_PHONE float64\n", + " 24 FLAG_WORK_PHONE float64\n", + " 25 FLAG_CONT_MOBILE float64\n", + " 26 FLAG_PHONE float64\n", + " 27 FLAG_EMAIL float64\n", + " 28 OCCUPATION_TYPE object \n", + " 29 CNT_FAM_MEMBERS float64\n", + " 30 REGION_RATING_CLIENT float64\n", + " 31 REGION_RATING_CLIENT_W_CITY float64\n", + " 32 WEEKDAY_APPR_PROCESS_START_x object \n", + " 33 HOUR_APPR_PROCESS_START_x float64\n", + " 34 REG_REGION_NOT_LIVE_REGION float64\n", + " 35 REG_REGION_NOT_WORK_REGION float64\n", + " 36 LIVE_REGION_NOT_WORK_REGION float64\n", + " 37 REG_CITY_NOT_LIVE_CITY float64\n", + " 38 REG_CITY_NOT_WORK_CITY float64\n", + " 39 LIVE_CITY_NOT_WORK_CITY float64\n", + " 40 ORGANIZATION_TYPE object \n", + " 41 EXT_SOURCE_1 float64\n", + " 42 EXT_SOURCE_2 float64\n", + " 43 EXT_SOURCE_3 float64\n", + " 44 APARTMENTS_AVG float64\n", + " 45 BASEMENTAREA_AVG float64\n", + " 46 YEARS_BEGINEXPLUATATION_AVG float64\n", + " 47 YEARS_BUILD_AVG float64\n", + " 48 COMMONAREA_AVG float64\n", + " 49 ELEVATORS_AVG float64\n", + " 50 ENTRANCES_AVG float64\n", + " 51 FLOORSMAX_AVG float64\n", + " 52 FLOORSMIN_AVG float64\n", + " 53 LANDAREA_AVG float64\n", + " 54 LIVINGAPARTMENTS_AVG float64\n", + " 55 LIVINGAREA_AVG float64\n", + " 56 NONLIVINGAPARTMENTS_AVG float64\n", + " 57 NONLIVINGAREA_AVG float64\n", + " 58 APARTMENTS_MODE float64\n", + " 59 BASEMENTAREA_MODE float64\n", + " 60 YEARS_BEGINEXPLUATATION_MODE float64\n", + " 61 YEARS_BUILD_MODE float64\n", + " 62 COMMONAREA_MODE float64\n", + " 63 ELEVATORS_MODE float64\n", + " 64 ENTRANCES_MODE float64\n", + " 65 FLOORSMAX_MODE float64\n", + " 66 FLOORSMIN_MODE float64\n", + " 67 LANDAREA_MODE float64\n", + " 68 LIVINGAPARTMENTS_MODE float64\n", + " 69 LIVINGAREA_MODE float64\n", + " 70 NONLIVINGAPARTMENTS_MODE float64\n", + " 71 NONLIVINGAREA_MODE float64\n", + " 72 APARTMENTS_MEDI float64\n", + " 73 BASEMENTAREA_MEDI float64\n", + " 74 YEARS_BEGINEXPLUATATION_MEDI float64\n", + " 75 YEARS_BUILD_MEDI float64\n", + " 76 COMMONAREA_MEDI float64\n", + " 77 ELEVATORS_MEDI float64\n", + " 78 ENTRANCES_MEDI float64\n", + " 79 FLOORSMAX_MEDI float64\n", + " 80 FLOORSMIN_MEDI float64\n", + " 81 LANDAREA_MEDI float64\n", + " 82 LIVINGAPARTMENTS_MEDI float64\n", + " 83 LIVINGAREA_MEDI float64\n", + " 84 NONLIVINGAPARTMENTS_MEDI float64\n", + " 85 NONLIVINGAREA_MEDI float64\n", + " 86 FONDKAPREMONT_MODE object \n", + " 87 HOUSETYPE_MODE object \n", + " 88 TOTALAREA_MODE float64\n", + " 89 WALLSMATERIAL_MODE object \n", + " 90 EMERGENCYSTATE_MODE object \n", + " 91 OBS_30_CNT_SOCIAL_CIRCLE float64\n", + " 92 DEF_30_CNT_SOCIAL_CIRCLE float64\n", + " 93 OBS_60_CNT_SOCIAL_CIRCLE float64\n", + " 94 DEF_60_CNT_SOCIAL_CIRCLE float64\n", + " 95 DAYS_LAST_PHONE_CHANGE float64\n", + " 96 FLAG_DOCUMENT_2 float64\n", + " 97 FLAG_DOCUMENT_3 float64\n", + " 98 FLAG_DOCUMENT_4 float64\n", + " 99 FLAG_DOCUMENT_5 float64\n", + " 100 FLAG_DOCUMENT_6 float64\n", + " 101 FLAG_DOCUMENT_7 float64\n", + " 102 FLAG_DOCUMENT_8 float64\n", + " 103 FLAG_DOCUMENT_9 float64\n", + " 104 FLAG_DOCUMENT_10 float64\n", + " 105 FLAG_DOCUMENT_11 float64\n", + " 106 FLAG_DOCUMENT_12 float64\n", + " 107 FLAG_DOCUMENT_13 float64\n", + " 108 FLAG_DOCUMENT_14 float64\n", + " 109 FLAG_DOCUMENT_15 float64\n", + " 110 FLAG_DOCUMENT_16 float64\n", + " 111 FLAG_DOCUMENT_17 float64\n", + " 112 FLAG_DOCUMENT_18 float64\n", + " 113 FLAG_DOCUMENT_19 float64\n", + " 114 FLAG_DOCUMENT_20 float64\n", + " 115 FLAG_DOCUMENT_21 float64\n", + " 116 AMT_REQ_CREDIT_BUREAU_HOUR float64\n", + " 117 AMT_REQ_CREDIT_BUREAU_DAY float64\n", + " 118 AMT_REQ_CREDIT_BUREAU_WEEK float64\n", + " 119 AMT_REQ_CREDIT_BUREAU_MON float64\n", + " 120 AMT_REQ_CREDIT_BUREAU_QRT float64\n", + " 121 AMT_REQ_CREDIT_BUREAU_YEAR float64\n", + " 122 DAYS_EMPLOYED_PERC float64\n", + " 123 INCOME_CREDIT_PERC float64\n", + " 124 INCOME_PER_PERSON float64\n", + " 125 ANNUITY_INCOME_PERC float64\n", + " 126 PAYMENT_RATE float64\n", + " 127 CREDIT_ACTIVE object \n", + " 128 CREDIT_CURRENCY object \n", + " 129 DAYS_CREDIT float64\n", + " 130 CREDIT_DAY_OVERDUE float64\n", + " 131 DAYS_CREDIT_ENDDATE float64\n", + " 132 DAYS_ENDDATE_FACT float64\n", + " 133 AMT_CREDIT_MAX_OVERDUE float64\n", + " 134 CNT_CREDIT_PROLONG float64\n", + " 135 AMT_CREDIT_SUM float64\n", + " 136 AMT_CREDIT_SUM_DEBT float64\n", + " 137 AMT_CREDIT_SUM_LIMIT float64\n", + " 138 AMT_CREDIT_SUM_OVERDUE float64\n", + " 139 CREDIT_TYPE object \n", + " 140 DAYS_CREDIT_UPDATE float64\n", + " 141 AMT_ANNUITY_y float64\n", + " 142 MONTHS_BALANCE_MIN float64\n", + " 143 MONTHS_BALANCE_MAX float64\n", + " 144 MONTHS_BALANCE_SIZE float64\n", + " 145 SK_ID_PREV_x float64\n", + " 146 NAME_CONTRACT_TYPE_y object \n", + " 147 AMT_ANNUITY float64\n", + " 148 AMT_APPLICATION float64\n", + " 149 AMT_CREDIT_y float64\n", + " 150 AMT_DOWN_PAYMENT float64\n", + " 151 AMT_GOODS_PRICE_y float64\n", + " 152 WEEKDAY_APPR_PROCESS_START_y object \n", + " 153 HOUR_APPR_PROCESS_START_y float64\n", + " 154 FLAG_LAST_APPL_PER_CONTRACT object \n", + " 155 NFLAG_LAST_APPL_IN_DAY float64\n", + " 156 RATE_DOWN_PAYMENT float64\n", + " 157 RATE_INTEREST_PRIMARY float64\n", + " 158 RATE_INTEREST_PRIVILEGED float64\n", + " 159 NAME_CASH_LOAN_PURPOSE object \n", + " 160 NAME_CONTRACT_STATUS_x object \n", + " 161 DAYS_DECISION float64\n", + " 162 NAME_PAYMENT_TYPE object \n", + " 163 CODE_REJECT_REASON object \n", + " 164 NAME_TYPE_SUITE_y object \n", + " 165 NAME_CLIENT_TYPE object \n", + " 166 NAME_GOODS_CATEGORY object \n", + " 167 NAME_PORTFOLIO object \n", + " 168 NAME_PRODUCT_TYPE object \n", + " 169 CHANNEL_TYPE object \n", + " 170 SELLERPLACE_AREA float64\n", + " 171 NAME_SELLER_INDUSTRY object \n", + " 172 CNT_PAYMENT float64\n", + " 173 NAME_YIELD_GROUP object \n", + " 174 PRODUCT_COMBINATION object \n", + " 175 DAYS_FIRST_DRAWING float64\n", + " 176 DAYS_FIRST_DUE float64\n", + " 177 DAYS_LAST_DUE_1ST_VERSION float64\n", + " 178 DAYS_LAST_DUE float64\n", + " 179 DAYS_TERMINATION float64\n", + " 180 NFLAG_INSURED_ON_APPROVAL float64\n", + " 181 APP_CREDIT_PERC float64\n", + " 182 SK_ID_PREV_y float64\n", + " 183 MONTHS_BALANCE_x float64\n", + " 184 CNT_INSTALMENT float64\n", + " 185 CNT_INSTALMENT_FUTURE float64\n", + " 186 NAME_CONTRACT_STATUS_y object \n", + " 187 SK_DPD_x float64\n", + " 188 SK_DPD_DEF_x float64\n", + " 189 SK_ID_PREV_x.1 float64\n", + " 190 NUM_INSTALMENT_VERSION float64\n", + " 191 NUM_INSTALMENT_NUMBER float64\n", + " 192 DAYS_INSTALMENT float64\n", + " 193 DAYS_ENTRY_PAYMENT float64\n", + " 194 AMT_INSTALMENT float64\n", + " 195 AMT_PAYMENT float64\n", + " 196 SK_ID_PREV_y.1 float64\n", + " 197 MONTHS_BALANCE_y float64\n", + " 198 AMT_BALANCE float64\n", + " 199 AMT_CREDIT_LIMIT_ACTUAL float64\n", + " 200 AMT_DRAWINGS_ATM_CURRENT float64\n", + " 201 AMT_DRAWINGS_CURRENT float64\n", + " 202 AMT_DRAWINGS_OTHER_CURRENT float64\n", + " 203 AMT_DRAWINGS_POS_CURRENT float64\n", + " 204 AMT_INST_MIN_REGULARITY float64\n", + " 205 AMT_PAYMENT_CURRENT float64\n", + " 206 AMT_PAYMENT_TOTAL_CURRENT float64\n", + " 207 AMT_RECEIVABLE_PRINCIPAL float64\n", + " 208 AMT_RECIVABLE float64\n", + " 209 AMT_TOTAL_RECEIVABLE float64\n", + " 210 CNT_DRAWINGS_ATM_CURRENT float64\n", + " 211 CNT_DRAWINGS_CURRENT float64\n", + " 212 CNT_DRAWINGS_OTHER_CURRENT float64\n", + " 213 CNT_DRAWINGS_POS_CURRENT float64\n", + " 214 CNT_INSTALMENT_MATURE_CUM float64\n", + " 215 NAME_CONTRACT_STATUS object \n", + " 216 SK_DPD_y float64\n", + " 217 SK_DPD_DEF_y float64\n", + "dtypes: float64(179), int64(5), object(34)\n", + "memory usage: 54.7+ MB\n" + ] + } + ], + "source": [ + "data.info(verbose=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The data description for each columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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TableRowDescriptionSpecial
209previous_application.csvDAYS_TERMINATIONRelative to application date of current applic...time only relative to the application
210previous_application.csvNFLAG_INSURED_ON_APPROVALDid the client requested insurance during the ...NaN
211installments_payments.csvSK_ID_PREVID of previous credit in Home credit related t...hashed
212installments_payments.csvSK_ID_CURRID of loan in our samplehashed
213installments_payments.csvNUM_INSTALMENT_VERSIONVersion of installment calendar (0 is for cred...NaN
214installments_payments.csvNUM_INSTALMENT_NUMBEROn which installment we observe paymentNaN
215installments_payments.csvDAYS_INSTALMENTWhen the installment of previous credit was su...time only relative to the application
216installments_payments.csvDAYS_ENTRY_PAYMENTWhen was the installments of previous credit p...time only relative to the application
217installments_payments.csvAMT_INSTALMENTWhat was the prescribed installment amount of ...NaN
218installments_payments.csvAMT_PAYMENTWhat the client actually paid on previous cred...NaN
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" + ], + "text/plain": [ + " Table Row \\\n", + "209 previous_application.csv DAYS_TERMINATION \n", + "210 previous_application.csv NFLAG_INSURED_ON_APPROVAL \n", + "211 installments_payments.csv SK_ID_PREV \n", + "212 installments_payments.csv SK_ID_CURR \n", + "213 installments_payments.csv NUM_INSTALMENT_VERSION \n", + "214 installments_payments.csv NUM_INSTALMENT_NUMBER \n", + "215 installments_payments.csv DAYS_INSTALMENT \n", + "216 installments_payments.csv DAYS_ENTRY_PAYMENT \n", + "217 installments_payments.csv AMT_INSTALMENT \n", + "218 installments_payments.csv AMT_PAYMENT \n", + "\n", + " Description \\\n", + "209 Relative to application date of current applic... \n", + "210 Did the client requested insurance during the ... \n", + "211 ID of previous credit in Home credit related t... \n", + "212 ID of loan in our sample \n", + "213 Version of installment calendar (0 is for cred... \n", + "214 On which installment we observe payment \n", + "215 When the installment of previous credit was su... \n", + "216 When was the installments of previous credit p... \n", + "217 What was the prescribed installment amount of ... \n", + "218 What the client actually paid on previous cred... \n", + "\n", + " Special \n", + "209 time only relative to the application \n", + "210 NaN \n", + "211 hashed \n", + "212 hashed \n", + "213 NaN \n", + "214 NaN \n", + "215 time only relative to the application \n", + "216 time only relative to the application \n", + "217 NaN \n", + "218 NaN " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data_desc = my_read_csv(data_dir+'HomeCredit_columns_description.csv')\n", + "data_desc.tail(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For the duplicated columns during join, like 'AMT_GOODS_PRICE_x' and 'AMT_GOODS_PRICE_y', only keep one of them" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Removed 12 duplicated columns\n", + "Keeped 12 columns for each orginal column\n" + ] + }, + { + "data": { + "text/html": [ + "
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SK_ID_CURRTARGETNAME_CONTRACT_TYPECODE_GENDERFLAG_OWN_CARFLAG_OWN_REALTYCNT_CHILDRENAMT_INCOME_TOTALAMT_CREDITAMT_ANNUITY...AMT_PAYMENT_TOTAL_CURRENTAMT_RECEIVABLE_PRINCIPALAMT_RECIVABLEAMT_TOTAL_RECEIVABLECNT_DRAWINGS_ATM_CURRENTCNT_DRAWINGS_CURRENTCNT_DRAWINGS_OTHER_CURRENTCNT_DRAWINGS_POS_CURRENTCNT_INSTALMENT_MATURE_CUMNAME_CONTRACT_STATUS
01000021.0Cash loans0000202500.0406597.524700.5...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
11000030.0Cash loans1010270000.01293502.535698.5...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
21000040.0Revolving loans010067500.0135000.06750.0...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
31000060.0Cash loans1000135000.0312682.529686.5...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
41000070.0Cash loans0000121500.0513000.021865.5...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
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5 rows × 206 columns

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" + ], + "text/plain": [ + " SK_ID_CURR TARGET NAME_CONTRACT_TYPE CODE_GENDER FLAG_OWN_CAR \\\n", + "0 100002 1.0 Cash loans 0 0 \n", + "1 100003 0.0 Cash loans 1 0 \n", + "2 100004 0.0 Revolving loans 0 1 \n", + "3 100006 0.0 Cash loans 1 0 \n", + "4 100007 0.0 Cash loans 0 0 \n", + "\n", + " FLAG_OWN_REALTY CNT_CHILDREN AMT_INCOME_TOTAL AMT_CREDIT AMT_ANNUITY \\\n", + "0 0 0 202500.0 406597.5 24700.5 \n", + "1 1 0 270000.0 1293502.5 35698.5 \n", + "2 0 0 67500.0 135000.0 6750.0 \n", + "3 0 0 135000.0 312682.5 29686.5 \n", + "4 0 0 121500.0 513000.0 21865.5 \n", + "\n", + " ... AMT_PAYMENT_TOTAL_CURRENT AMT_RECEIVABLE_PRINCIPAL AMT_RECIVABLE \\\n", + "0 ... NaN NaN NaN \n", + "1 ... NaN NaN NaN \n", + "2 ... NaN NaN NaN \n", + "3 ... NaN NaN NaN \n", + "4 ... NaN NaN NaN \n", + "\n", + " AMT_TOTAL_RECEIVABLE CNT_DRAWINGS_ATM_CURRENT CNT_DRAWINGS_CURRENT \\\n", + "0 NaN NaN NaN \n", + "1 NaN NaN NaN \n", + "2 NaN NaN NaN \n", + "3 NaN NaN NaN \n", + "4 NaN NaN NaN \n", + "\n", + " CNT_DRAWINGS_OTHER_CURRENT CNT_DRAWINGS_POS_CURRENT \\\n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 NaN NaN \n", + "3 NaN NaN \n", + "4 NaN NaN \n", + "\n", + " CNT_INSTALMENT_MATURE_CUM NAME_CONTRACT_STATUS \n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 NaN NaN \n", + "3 NaN NaN \n", + "4 NaN NaN \n", + "\n", + "[5 rows x 206 columns]" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = remove_duplicated_cols(data, list(data_desc.Row))\n", + "data.head()\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ColumnDesc
0SK_ID_CURRID of loan in our sample
1NAME_CONTRACT_TYPEIdentification if loan is cash or revolving
2CODE_GENDERGender of the client
3FLAG_OWN_CARFlag if the client owns a car
4FLAG_OWN_REALTYFlag if client owns a house or flat
.........
200CNT_DRAWINGS_CURRENTNumber of drawings during this month on the pr...
201CNT_DRAWINGS_OTHER_CURRENTNumber of other drawings during this month on ...
202CNT_DRAWINGS_POS_CURRENTNumber of drawings for goods during this month...
203CNT_INSTALMENT_MATURE_CUMNumber of paid installments on the previous cr...
204NAME_CONTRACT_STATUSContract status during the month
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205 rows × 2 columns

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" + ], + "text/plain": [ + " Column \\\n", + "0 SK_ID_CURR \n", + "1 NAME_CONTRACT_TYPE \n", + "2 CODE_GENDER \n", + "3 FLAG_OWN_CAR \n", + "4 FLAG_OWN_REALTY \n", + ".. ... \n", + "200 CNT_DRAWINGS_CURRENT \n", + "201 CNT_DRAWINGS_OTHER_CURRENT \n", + "202 CNT_DRAWINGS_POS_CURRENT \n", + "203 CNT_INSTALMENT_MATURE_CUM \n", + "204 NAME_CONTRACT_STATUS \n", + "\n", + " Desc \n", + "0 ID of loan in our sample \n", + "1 Identification if loan is cash or revolving \n", + "2 Gender of the client \n", + "3 Flag if the client owns a car \n", + "4 Flag if client owns a house or flat \n", + ".. ... \n", + "200 Number of drawings during this month on the pr... \n", + "201 Number of other drawings during this month on ... \n", + "202 Number of drawings for goods during this month... \n", + "203 Number of paid installments on the previous cr... \n", + "204 Contract status during the month \n", + "\n", + "[205 rows x 2 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x_vars, y_var = list(data.loc[:,data.columns !='TARGET'].columns),'TARGET'\n", + "desc_df = show_description(x_vars, data_desc)\n", + "desc_df" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "There are 12 columns without description in all the columns\n" + ] + }, + { + "data": { + "text/html": [ + "
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ColumnDesc
121DAYS_EMPLOYED_PERCNone
122INCOME_CREDIT_PERCNone
123INCOME_PER_PERSONNone
124ANNUITY_INCOME_PERCNone
125PAYMENT_RATENone
140MONTHS_BALANCE_MINNone
141MONTHS_BALANCE_MAXNone
142MONTHS_BALANCE_SIZENone
143SK_ID_PREVNone
173APP_CREDIT_PERCNone
179SK_ID_PREV_x.1None
186SK_ID_PREV_y.1None
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" + ], + "text/plain": [ + " Column Desc\n", + "121 DAYS_EMPLOYED_PERC None\n", + "122 INCOME_CREDIT_PERC None\n", + "123 INCOME_PER_PERSON None\n", + "124 ANNUITY_INCOME_PERC None\n", + "125 PAYMENT_RATE None\n", + "140 MONTHS_BALANCE_MIN None\n", + "141 MONTHS_BALANCE_MAX None\n", + "142 MONTHS_BALANCE_SIZE None\n", + "143 SK_ID_PREV None\n", + "173 APP_CREDIT_PERC None\n", + "179 SK_ID_PREV_x.1 None\n", + "186 SK_ID_PREV_y.1 None" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "non_desc_df = desc_df[desc_df.Desc.isnull()]\n", + "print('There are {} columns without description in all the columns'.format(len(non_desc_df)))\n", + "non_desc_df\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "I droped all the columns without description" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "non_desc_list = list(non_desc_df.Column)\n", + "data.drop(columns = non_desc_list,inplace=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "P6zPIxskEiLx" + }, + "source": [ + "# Select catergorical and numerical columns\n", + "## Numerical features:\n", + "- 1. Select those columns whose datatype is float or int64\n", + "- 2. Removes all low-variance features whose variance lower than $1*10^{-8}$\n", + "- 3. Check columns such as 'SK_DPD_*', 'FLAG_*' to see if it's really numerical features" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "0vT9qjlJDviX" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "There are 164 columns whose datatype is ['float64', 'int64']\n" + ] + } + ], + "source": [ + "# 1. select those columns whose datatype is float or int\n", + "potential_num_df = select_col_by_dtype(data, ['float64','int64'])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "potential_num_list = list(potential_num_df.columns)\n", + "potential_num_list.remove('TARGET')\n", + "potential_num_df = potential_num_df.loc[:,potential_num_list]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
ColumnDesc
0SK_ID_CURRID of loan in our sample
1CODE_GENDERGender of the client
2FLAG_OWN_CARFlag if the client owns a car
3FLAG_OWN_REALTYFlag if client owns a house or flat
4CNT_CHILDRENNumber of children the client has
.........
160CNT_DRAWINGS_ATM_CURRENTNumber of drawings at ATM during this month on...
161CNT_DRAWINGS_CURRENTNumber of drawings during this month on the pr...
162CNT_DRAWINGS_OTHER_CURRENTNumber of other drawings during this month on ...
163CNT_DRAWINGS_POS_CURRENTNumber of drawings for goods during this month...
164CNT_INSTALMENT_MATURE_CUMNumber of paid installments on the previous cr...
\n", + "

165 rows × 2 columns

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" + ], + "text/plain": [ + " Column \\\n", + "0 SK_ID_CURR \n", + "1 CODE_GENDER \n", + "2 FLAG_OWN_CAR \n", + "3 FLAG_OWN_REALTY \n", + "4 CNT_CHILDREN \n", + ".. ... \n", + "160 CNT_DRAWINGS_ATM_CURRENT \n", + "161 CNT_DRAWINGS_CURRENT \n", + "162 CNT_DRAWINGS_OTHER_CURRENT \n", + "163 CNT_DRAWINGS_POS_CURRENT \n", + "164 CNT_INSTALMENT_MATURE_CUM \n", + "\n", + " Desc \n", + "0 ID of loan in our sample \n", + "1 Gender of the client \n", + "2 Flag if the client owns a car \n", + "3 Flag if client owns a house or flat \n", + "4 Number of children the client has \n", + ".. ... \n", + "160 Number of drawings at ATM during this month on... \n", + "161 Number of drawings during this month on the pr... \n", + "162 Number of other drawings during this month on ... \n", + "163 Number of drawings for goods during this month... \n", + "164 Number of paid installments on the previous cr... \n", + "\n", + "[165 rows x 2 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "potential_num_df_desc = show_description(potential_num_list, data_desc)\n", + "potential_num_df_desc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "I find that all the columns containing 'FLAG' is catergorical" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ColumnDesc
0FLAG_OWN_CARFlag if the client owns a car
1FLAG_OWN_REALTYFlag if client owns a house or flat
2FLAG_MOBILDid client provide mobile phone (1=YES, 0=NO)
3FLAG_EMP_PHONEDid client provide work phone (1=YES, 0=NO)
4FLAG_WORK_PHONEDid client provide home phone (1=YES, 0=NO)
5FLAG_CONT_MOBILEWas mobile phone reachable (1=YES, 0=NO)
6FLAG_PHONEDid client provide home phone (1=YES, 0=NO)
7FLAG_EMAILDid client provide email (1=YES, 0=NO)
8FLAG_DOCUMENT_2Did client provide document 2
9FLAG_DOCUMENT_3Did client provide document 3
10FLAG_DOCUMENT_4Did client provide document 4
11FLAG_DOCUMENT_5Did client provide document 5
12FLAG_DOCUMENT_6Did client provide document 6
13FLAG_DOCUMENT_7Did client provide document 7
14FLAG_DOCUMENT_8Did client provide document 8
15FLAG_DOCUMENT_9Did client provide document 9
16FLAG_DOCUMENT_10Did client provide document 10
17FLAG_DOCUMENT_11Did client provide document 11
18FLAG_DOCUMENT_12Did client provide document 12
19FLAG_DOCUMENT_13Did client provide document 13
20FLAG_DOCUMENT_14Did client provide document 14
21FLAG_DOCUMENT_15Did client provide document 15
22FLAG_DOCUMENT_16Did client provide document 16
23FLAG_DOCUMENT_17Did client provide document 17
24FLAG_DOCUMENT_18Did client provide document 18
25FLAG_DOCUMENT_19Did client provide document 19
26FLAG_DOCUMENT_20Did client provide document 20
27FLAG_DOCUMENT_21Did client provide document 21
28NFLAG_LAST_APPL_IN_DAYFlag if the application was the last applicati...
29NFLAG_INSURED_ON_APPROVALDid the client requested insurance during the ...
\n", + "
" + ], + "text/plain": [ + " Column \\\n", + "0 FLAG_OWN_CAR \n", + "1 FLAG_OWN_REALTY \n", + "2 FLAG_MOBIL \n", + "3 FLAG_EMP_PHONE \n", + "4 FLAG_WORK_PHONE \n", + "5 FLAG_CONT_MOBILE \n", + "6 FLAG_PHONE \n", + "7 FLAG_EMAIL \n", + "8 FLAG_DOCUMENT_2 \n", + "9 FLAG_DOCUMENT_3 \n", + "10 FLAG_DOCUMENT_4 \n", + "11 FLAG_DOCUMENT_5 \n", + "12 FLAG_DOCUMENT_6 \n", + "13 FLAG_DOCUMENT_7 \n", + "14 FLAG_DOCUMENT_8 \n", + "15 FLAG_DOCUMENT_9 \n", + "16 FLAG_DOCUMENT_10 \n", + "17 FLAG_DOCUMENT_11 \n", + "18 FLAG_DOCUMENT_12 \n", + "19 FLAG_DOCUMENT_13 \n", + "20 FLAG_DOCUMENT_14 \n", + "21 FLAG_DOCUMENT_15 \n", + "22 FLAG_DOCUMENT_16 \n", + "23 FLAG_DOCUMENT_17 \n", + "24 FLAG_DOCUMENT_18 \n", + "25 FLAG_DOCUMENT_19 \n", + "26 FLAG_DOCUMENT_20 \n", + "27 FLAG_DOCUMENT_21 \n", + "28 NFLAG_LAST_APPL_IN_DAY \n", + "29 NFLAG_INSURED_ON_APPROVAL \n", + "\n", + " Desc \n", + "0 Flag if the client owns a car \n", + "1 Flag if client owns a house or flat \n", + "2 Did client provide mobile phone (1=YES, 0=NO) \n", + "3 Did client provide work phone (1=YES, 0=NO) \n", + "4 Did client provide home phone (1=YES, 0=NO) \n", + "5 Was mobile phone reachable (1=YES, 0=NO) \n", + "6 Did client provide home phone (1=YES, 0=NO) \n", + "7 Did client provide email (1=YES, 0=NO) \n", + "8 Did client provide document 2 \n", + "9 Did client provide document 3 \n", + "10 Did client provide document 4 \n", + "11 Did client provide document 5 \n", + "12 Did client provide document 6 \n", + "13 Did client provide document 7 \n", + "14 Did client provide document 8 \n", + "15 Did client provide document 9 \n", + "16 Did client provide document 10 \n", + "17 Did client provide document 11 \n", + "18 Did client provide document 12 \n", + "19 Did client provide document 13 \n", + "20 Did client provide document 14 \n", + "21 Did client provide document 15 \n", + "22 Did client provide document 16 \n", + "23 Did client provide document 17 \n", + "24 Did client provide document 18 \n", + "25 Did client provide document 19 \n", + "26 Did client provide document 20 \n", + "27 Did client provide document 21 \n", + "28 Flag if the application was the last applicati... \n", + "29 Did the client requested insurance during the ... " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "flag_col_list = []\n", + "for col in potential_num_df.columns:\n", + " if 'FLAG' in col:\n", + " flag_col_list.append(col)\n", + "show_description(flag_col_list,data_desc)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "potential_num_df.drop(columns = flag_col_list, inplace=True)\n", + "# update potential_num_list\n", + "potential_num_list = list(potential_num_df.columns)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 constant features are removed, namely []\n", + "There are 147 columns after removing constants\n" + ] + } + ], + "source": [ + "# 2. Remove low-variance features whose variance lower than 1*10^(-8) - similar to constant\n", + "variance_threshhold = 0.00000001\n", + "potential_num_df = remove_lowvariance(potential_num_df, variance_threshhold)\n", + "potential_num_df\n", + "potential_num_list = list(potential_num_df.columns)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Catergorical columns:\n", + "- If the datatype is 'object' or contains 'FLAG', it must be catergorical feature\n", + "- Elif the datatype is 'int64', it may be catergorical feature\n", + "- If the datatype is 'float64', it may be catergorical feature" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "qarL0vtnDA4N" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "There are 30 columns whose datatype is ['object']\n", + "After adding in 30 columns contain FLAG\n", + "There are 62 columns that I am sure they are catergorical data\n" + ] + }, + { + "data": { + "text/plain": [ + "['NAME_CONTRACT_TYPE',\n", + " 'NAME_TYPE_SUITE',\n", + " 'NAME_INCOME_TYPE',\n", + " 'NAME_EDUCATION_TYPE',\n", + " 'NAME_FAMILY_STATUS',\n", + " 'NAME_HOUSING_TYPE',\n", + " 'OCCUPATION_TYPE',\n", + " 'WEEKDAY_APPR_PROCESS_START',\n", + " 'ORGANIZATION_TYPE',\n", + " 'FONDKAPREMONT_MODE',\n", + " 'HOUSETYPE_MODE',\n", + " 'WALLSMATERIAL_MODE',\n", + " 'EMERGENCYSTATE_MODE',\n", + " 'CREDIT_ACTIVE',\n", + " 'CREDIT_CURRENCY',\n", + " 'CREDIT_TYPE',\n", + " 'FLAG_LAST_APPL_PER_CONTRACT',\n", + " 'NAME_CASH_LOAN_PURPOSE',\n", + " 'NAME_CONTRACT_STATUS',\n", + " 'NAME_CONTRACT_STATUS',\n", + " 'NAME_PAYMENT_TYPE',\n", + " 'CODE_REJECT_REASON',\n", + " 'NAME_CLIENT_TYPE',\n", + " 'NAME_GOODS_CATEGORY',\n", + " 'NAME_PORTFOLIO',\n", + " 'NAME_PRODUCT_TYPE',\n", + " 'CHANNEL_TYPE',\n", + " 'NAME_SELLER_INDUSTRY',\n", + " 'NAME_YIELD_GROUP',\n", + " 'PRODUCT_COMBINATION',\n", + " 'NAME_CONTRACT_STATUS',\n", + " 'NAME_CONTRACT_STATUS',\n", + " 'FLAG_OWN_CAR',\n", + " 'FLAG_OWN_REALTY',\n", + " 'FLAG_MOBIL',\n", + " 'FLAG_EMP_PHONE',\n", + " 'FLAG_WORK_PHONE',\n", + " 'FLAG_CONT_MOBILE',\n", + " 'FLAG_PHONE',\n", + " 'FLAG_EMAIL',\n", + " 'FLAG_DOCUMENT_2',\n", + " 'FLAG_DOCUMENT_3',\n", + " 'FLAG_DOCUMENT_4',\n", + " 'FLAG_DOCUMENT_5',\n", + " 'FLAG_DOCUMENT_6',\n", + " 'FLAG_DOCUMENT_7',\n", + " 'FLAG_DOCUMENT_8',\n", + " 'FLAG_DOCUMENT_9',\n", + " 'FLAG_DOCUMENT_10',\n", + " 'FLAG_DOCUMENT_11',\n", + " 'FLAG_DOCUMENT_12',\n", + " 'FLAG_DOCUMENT_13',\n", + " 'FLAG_DOCUMENT_14',\n", + " 'FLAG_DOCUMENT_15',\n", + " 'FLAG_DOCUMENT_16',\n", + " 'FLAG_DOCUMENT_17',\n", + " 'FLAG_DOCUMENT_18',\n", + " 'FLAG_DOCUMENT_19',\n", + " 'FLAG_DOCUMENT_20',\n", + " 'FLAG_DOCUMENT_21',\n", + " 'NFLAG_LAST_APPL_IN_DAY',\n", + " 'NFLAG_INSURED_ON_APPROVAL']" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Firstly, the columns of 'object' dtype must be catergorical data \n", + "cat_df = select_col_by_dtype(data, ['object'])\n", + "cat_columns = list(cat_df.columns)\n", + "print('After adding in {} columns contain FLAG'.format(len(flag_col_list)))\n", + "# Add the columns containing FLAG into cat_columns\n", + "cat_columns = cat_columns + flag_col_list\n", + "cat_df = data.loc[:,cat_columns]\n", + "print('There are {} columns that I am sure they are catergorical data'.format(len(cat_columns)))\n", + "cat_columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ColumnDesc
0NAME_CONTRACT_TYPEIdentification if loan is cash or revolving
1NAME_TYPE_SUITEWho was accompanying client when he was applyi...
2NAME_INCOME_TYPEClients income type (businessman, working, mat...
3NAME_EDUCATION_TYPELevel of highest education the client achieved
4NAME_FAMILY_STATUSFamily status of the client
.........
57FLAG_DOCUMENT_19Did client provide document 19
58FLAG_DOCUMENT_20Did client provide document 20
59FLAG_DOCUMENT_21Did client provide document 21
60NFLAG_LAST_APPL_IN_DAYFlag if the application was the last applicati...
61NFLAG_INSURED_ON_APPROVALDid the client requested insurance during the ...
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62 rows × 2 columns

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" + ], + "text/plain": [ + " Column \\\n", + "0 NAME_CONTRACT_TYPE \n", + "1 NAME_TYPE_SUITE \n", + "2 NAME_INCOME_TYPE \n", + "3 NAME_EDUCATION_TYPE \n", + "4 NAME_FAMILY_STATUS \n", + ".. ... \n", + "57 FLAG_DOCUMENT_19 \n", + "58 FLAG_DOCUMENT_20 \n", + "59 FLAG_DOCUMENT_21 \n", + "60 NFLAG_LAST_APPL_IN_DAY \n", + "61 NFLAG_INSURED_ON_APPROVAL \n", + "\n", + " Desc \n", + "0 Identification if loan is cash or revolving \n", + "1 Who was accompanying client when he was applyi... \n", + "2 Clients income type (businessman, working, mat... \n", + "3 Level of highest education the client achieved \n", + "4 Family status of the client \n", + ".. ... \n", + "57 Did client provide document 19 \n", + "58 Did client provide document 20 \n", + "59 Did client provide document 21 \n", + "60 Flag if the application was the last applicati... \n", + "61 Did the client requested insurance during the ... \n", + "\n", + "[62 rows x 2 columns]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat_df_desc = show_description(cat_columns, data_desc)\n", + "cat_df_desc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "All the catergorical data has meaning" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Column 0\n", + "Desc 0\n", + "dtype: int64" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat_df_desc.isnull().sum()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "mxIjFSfMhRtt" + }, + "source": [ + "# Check missing values" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "There are 55.258039% of data whose target is none\n" + ] + } + ], + "source": [ + "print('There are {:%} of data whose target is none'.format(len(data[data.TARGET.isnull()])/len(data)))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Delete rows whose target is none" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "After deleting those whose target is none, 18181 rows will be deleted, and there are only 14721 rows left\n" + ] + } + ], + "source": [ + "new_data = data.dropna(subset=['TARGET'])\n", + "print('After deleting those whose target is none, {} rows will be deleted, and there are only {} rows left'.format( len(data)-len(new_data),len(new_data)))\n", + "data = new_data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(14721, 194)" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "new_data.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(14721, 194)" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Check the number of missing features for each row" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 73, 68, 120, ..., 125, 125, 125])" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "missing_num = data.isnull().sum(axis=1).values\n", + "missing_num" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "t90wEIr3oZDM", + "outputId": "74efb179-ce1d-450a-a380-b8ade498eb0a" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "If we dropna for our current 14721 rows of data, there will be 0 rows left\n" + ] + } + ], + "source": [ + "print(\"If we dropna for our current {} rows of data, there will be {} rows left\".format(len(data),len(data.dropna())))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As we can see, the highly missing values are majorly some processed data such as `RATE_INTEREST_PRIMARY\t`:'Interest rate normalized on previous credi'. But I haven't figured out the reason for that." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ColumnDesc
0RATE_INTEREST_PRIVILEGEDInterest rate normalized on previous credit
1RATE_INTEREST_PRIMARYInterest rate normalized on previous credit
2DAYS_FIRST_DRAWINGRelative to application date of current applic...
3AMT_CREDIT_MAX_OVERDUEMaximal amount overdue on the Credit Bureau cr...
4DAYS_ENDDATE_FACTDays since CB credit ended at the time of appl...
.........
73NONLIVINGAREA_AVGNormalized information about building where th...
74NONLIVINGAREA_MODENormalized information about building where th...
75ELEVATORS_MEDINormalized information about building where th...
76ELEVATORS_AVGNormalized information about building where th...
77ELEVATORS_MODENormalized information about building where th...
\n", + "

78 rows × 2 columns

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" + ], + "text/plain": [ + " Column \\\n", + "0 RATE_INTEREST_PRIVILEGED \n", + "1 RATE_INTEREST_PRIMARY \n", + "2 DAYS_FIRST_DRAWING \n", + "3 AMT_CREDIT_MAX_OVERDUE \n", + "4 DAYS_ENDDATE_FACT \n", + ".. ... \n", + "73 NONLIVINGAREA_AVG \n", + "74 NONLIVINGAREA_MODE \n", + "75 ELEVATORS_MEDI \n", + "76 ELEVATORS_AVG \n", + "77 ELEVATORS_MODE \n", + "\n", + " Desc \n", + "0 Interest rate normalized on previous credit \n", + "1 Interest rate normalized on previous credit \n", + "2 Relative to application date of current applic... \n", + "3 Maximal amount overdue on the Credit Bureau cr... \n", + "4 Days since CB credit ended at the time of appl... \n", + ".. ... \n", + "73 Normalized information about building where th... \n", + "74 Normalized information about building where th... \n", + "75 Normalized information about building where th... \n", + "76 Normalized information about building where th... \n", + "77 Normalized information about building where th... \n", + "\n", + "[78 rows x 2 columns]" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Let's look at the columns whose missing ratio is larger than 0.5\n", + "highly_missing_cols = filter_columns_by_missing_ratio(data, 0.5)\n", + "\n", + "desc_df = show_description(highly_missing_cols, data_desc)\n", + "# list_1 = [i for i in desc_df['Desc'].values if 'normalized' in i.lower()]\n", + "# print('There are {} columns in the missing cols that is normalized, which is {:%} out of all the missing values'.format(len(list_1),len(list_1)/len(highly_missing_cols)))\n", + "desc_df\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['RATE_INTEREST_PRIMARY', 'RATE_INTEREST_PRIVILEGED']" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# I want to check if there are non-normalized data for 'interest' but I failed.\n", + "[i for i in data.columns if 'INTEREST' in i]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plot_col_num_for_dif_missing_ratio(data) " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "After we delete columns whose missing ratio is larger than 0.1, the missing value for this data shrink from 32902 to 60" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SK_ID_CURR 0\n", + "TARGET 0\n", + "NAME_CONTRACT_TYPE 0\n", + "CODE_GENDER 0\n", + "FLAG_OWN_CAR 0\n", + " ..\n", + "FLAG_DOCUMENT_17 4\n", + "FLAG_DOCUMENT_18 4\n", + "FLAG_DOCUMENT_19 4\n", + "FLAG_DOCUMENT_20 4\n", + "FLAG_DOCUMENT_21 4\n", + "Length: 63, dtype: int64" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "missing_cols = filter_columns_by_missing_ratio(data, 0.1)\n", + "new_df = data.drop(columns=missing_cols)\n", + "new_df.isnull().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "If I drop none, the original 14721 data will be reduced to 14661 rows, which mean 60(0.407581%) get removed\n" + ] + } + ], + "source": [ + "print('If I drop none, the original {} data will be reduced to {} rows, which mean {}({:%}) get removed'.format(len(new_df),len(new_df.dropna()),len(new_df)-len(new_df.dropna()),(len(new_df)-len(new_df.dropna()))/len(new_df)))\n", + "new_df = new_df.dropna()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "False" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "'TARGET' in potential_num_df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['CODE_GENDER',\n", + " 'DAYS_BIRTH',\n", + " 'DAYS_LAST_PHONE_CHANGE',\n", + " 'SK_ID_CURR',\n", + " 'REGION_RATING_CLIENT_W_CITY',\n", + " 'REG_REGION_NOT_WORK_REGION',\n", + " 'DAYS_ID_PUBLISH',\n", + " 'LIVE_REGION_NOT_WORK_REGION',\n", + " 'DEF_60_CNT_SOCIAL_CIRCLE',\n", + " 'AMT_GOODS_PRICE',\n", + " 'CNT_FAM_MEMBERS',\n", + " 'HOUR_APPR_PROCESS_START',\n", + " 'CNT_CHILDREN',\n", + " 'OBS_30_CNT_SOCIAL_CIRCLE',\n", + " 'REG_CITY_NOT_LIVE_CITY',\n", + " 'REG_REGION_NOT_LIVE_REGION',\n", + " 'DAYS_REGISTRATION',\n", + " 'LIVE_CITY_NOT_WORK_CITY',\n", + " 'AMT_CREDIT',\n", + " 'REGION_RATING_CLIENT',\n", + " 'DEF_30_CNT_SOCIAL_CIRCLE',\n", + " 'EXT_SOURCE_2',\n", + " 'AMT_INCOME_TOTAL',\n", + " 'REG_CITY_NOT_WORK_CITY',\n", + " 'REGION_POPULATION_RELATIVE',\n", + " 'OBS_60_CNT_SOCIAL_CIRCLE']" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "num_col = list(set(potential_num_list) & set(new_df.columns))\n", + "num_df = new_df.loc[:,num_col]\n", + "num_col" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ColumnDesc
0CODE_GENDERGender of the client
1DAYS_BIRTHClient's age in days at the time of application
2DAYS_LAST_PHONE_CHANGEHow many days before application did client ch...
3SK_ID_CURRID of loan in our sample
4REGION_RATING_CLIENT_W_CITYOur rating of the region where client lives wi...
5REG_REGION_NOT_WORK_REGIONFlag if client's permanent address does not ma...
6DAYS_ID_PUBLISHHow many days before the application did clien...
7LIVE_REGION_NOT_WORK_REGIONFlag if client's contact address does not matc...
8DEF_60_CNT_SOCIAL_CIRCLEHow many observation of client's social surrou...
9AMT_GOODS_PRICEFor consumer loans it is the price of the good...
10CNT_FAM_MEMBERSHow many family members does client have
11HOUR_APPR_PROCESS_STARTApproximately at what hour did the client appl...
12CNT_CHILDRENNumber of children the client has
13OBS_30_CNT_SOCIAL_CIRCLEHow many observation of client's social surrou...
14REG_CITY_NOT_LIVE_CITYFlag if client's permanent address does not ma...
15REG_REGION_NOT_LIVE_REGIONFlag if client's permanent address does not ma...
16DAYS_REGISTRATIONHow many days before the application did clien...
17LIVE_CITY_NOT_WORK_CITYFlag if client's contact address does not matc...
18AMT_CREDITCredit amount of the loan
19REGION_RATING_CLIENTOur rating of the region where client lives (1...
20DEF_30_CNT_SOCIAL_CIRCLEHow many observation of client's social surrou...
21EXT_SOURCE_2Normalized score from external data source
22AMT_INCOME_TOTALIncome of the client
23REG_CITY_NOT_WORK_CITYFlag if client's permanent address does not ma...
24REGION_POPULATION_RELATIVENormalized population of region where client l...
25OBS_60_CNT_SOCIAL_CIRCLEHow many observation of client's social surrou...
\n", + "
" + ], + "text/plain": [ + " Column \\\n", + "0 CODE_GENDER \n", + "1 DAYS_BIRTH \n", + "2 DAYS_LAST_PHONE_CHANGE \n", + "3 SK_ID_CURR \n", + "4 REGION_RATING_CLIENT_W_CITY \n", + "5 REG_REGION_NOT_WORK_REGION \n", + "6 DAYS_ID_PUBLISH \n", + "7 LIVE_REGION_NOT_WORK_REGION \n", + "8 DEF_60_CNT_SOCIAL_CIRCLE \n", + "9 AMT_GOODS_PRICE \n", + "10 CNT_FAM_MEMBERS \n", + "11 HOUR_APPR_PROCESS_START \n", + "12 CNT_CHILDREN \n", + "13 OBS_30_CNT_SOCIAL_CIRCLE \n", + "14 REG_CITY_NOT_LIVE_CITY \n", + "15 REG_REGION_NOT_LIVE_REGION \n", + "16 DAYS_REGISTRATION \n", + "17 LIVE_CITY_NOT_WORK_CITY \n", + "18 AMT_CREDIT \n", + "19 REGION_RATING_CLIENT \n", + "20 DEF_30_CNT_SOCIAL_CIRCLE \n", + "21 EXT_SOURCE_2 \n", + "22 AMT_INCOME_TOTAL \n", + "23 REG_CITY_NOT_WORK_CITY \n", + "24 REGION_POPULATION_RELATIVE \n", + "25 OBS_60_CNT_SOCIAL_CIRCLE \n", + "\n", + " Desc \n", + "0 Gender of the client \n", + "1 Client's age in days at the time of application \n", + "2 How many days before application did client ch... \n", + "3 ID of loan in our sample \n", + "4 Our rating of the region where client lives wi... \n", + "5 Flag if client's permanent address does not ma... \n", + "6 How many days before the application did clien... \n", + "7 Flag if client's contact address does not matc... \n", + "8 How many observation of client's social surrou... \n", + "9 For consumer loans it is the price of the good... \n", + "10 How many family members does client have \n", + "11 Approximately at what hour did the client appl... \n", + "12 Number of children the client has \n", + "13 How many observation of client's social surrou... \n", + "14 Flag if client's permanent address does not ma... \n", + "15 Flag if client's permanent address does not ma... \n", + "16 How many days before the application did clien... \n", + "17 Flag if client's contact address does not matc... \n", + "18 Credit amount of the loan \n", + "19 Our rating of the region where client lives (1... \n", + "20 How many observation of client's social surrou... \n", + "21 Normalized score from external data source \n", + "22 Income of the client \n", + "23 Flag if client's permanent address does not ma... \n", + "24 Normalized population of region where client l... \n", + "25 How many observation of client's social surrou... " + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "num_desc = show_description(num_col, data_desc)\n", + "num_desc.to_csv('num_desc.csv')\n", + "num_desc" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['FLAG_DOCUMENT_9',\n", + " 'NAME_INCOME_TYPE',\n", + " 'FLAG_DOCUMENT_7',\n", + " 'FLAG_DOCUMENT_12',\n", + " 'NAME_EDUCATION_TYPE',\n", + " 'FLAG_DOCUMENT_20',\n", + " 'WEEKDAY_APPR_PROCESS_START',\n", + " 'FLAG_EMP_PHONE',\n", + " 'FLAG_CONT_MOBILE',\n", + " 'FLAG_DOCUMENT_17',\n", + " 'FLAG_EMAIL',\n", + " 'FLAG_DOCUMENT_18',\n", + " 'FLAG_DOCUMENT_3',\n", + " 'FLAG_DOCUMENT_14',\n", + " 'NAME_CONTRACT_TYPE',\n", + " 'NAME_TYPE_SUITE',\n", + " 'FLAG_WORK_PHONE',\n", + " 'FLAG_DOCUMENT_16',\n", + " 'FLAG_DOCUMENT_15',\n", + " 'FLAG_DOCUMENT_6',\n", + " 'ORGANIZATION_TYPE',\n", + " 'FLAG_DOCUMENT_5',\n", + " 'NAME_FAMILY_STATUS',\n", + " 'FLAG_DOCUMENT_4',\n", + " 'FLAG_PHONE',\n", + " 'FLAG_OWN_REALTY',\n", + " 'FLAG_MOBIL',\n", + " 'FLAG_DOCUMENT_19',\n", + " 'NAME_HOUSING_TYPE',\n", + " 'FLAG_DOCUMENT_10',\n", + " 'FLAG_DOCUMENT_8',\n", + " 'FLAG_DOCUMENT_13',\n", + " 'FLAG_DOCUMENT_21',\n", + " 'FLAG_DOCUMENT_11',\n", + " 'FLAG_DOCUMENT_2',\n", + " 'FLAG_OWN_CAR']" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat_col = list(set(cat_columns) & set(new_df.columns))\n", + "cat_df = new_df.loc[:,cat_col]\n", + "cat_col" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ColumnDesc
0FLAG_DOCUMENT_9Did client provide document 9
1NAME_INCOME_TYPEClients income type (businessman, working, mat...
2FLAG_DOCUMENT_7Did client provide document 7
3FLAG_DOCUMENT_12Did client provide document 12
4NAME_EDUCATION_TYPELevel of highest education the client achieved
5FLAG_DOCUMENT_20Did client provide document 20
6WEEKDAY_APPR_PROCESS_STARTOn which day of the week did the client apply ...
7FLAG_EMP_PHONEDid client provide work phone (1=YES, 0=NO)
8FLAG_CONT_MOBILEWas mobile phone reachable (1=YES, 0=NO)
9FLAG_DOCUMENT_17Did client provide document 17
10FLAG_EMAILDid client provide email (1=YES, 0=NO)
11FLAG_DOCUMENT_18Did client provide document 18
12FLAG_DOCUMENT_3Did client provide document 3
13FLAG_DOCUMENT_14Did client provide document 14
14NAME_CONTRACT_TYPEIdentification if loan is cash or revolving
15NAME_TYPE_SUITEWho was accompanying client when he was applyi...
16FLAG_WORK_PHONEDid client provide home phone (1=YES, 0=NO)
17FLAG_DOCUMENT_16Did client provide document 16
18FLAG_DOCUMENT_15Did client provide document 15
19FLAG_DOCUMENT_6Did client provide document 6
20ORGANIZATION_TYPEType of organization where client works
21FLAG_DOCUMENT_5Did client provide document 5
22NAME_FAMILY_STATUSFamily status of the client
23FLAG_DOCUMENT_4Did client provide document 4
24FLAG_PHONEDid client provide home phone (1=YES, 0=NO)
25FLAG_OWN_REALTYFlag if client owns a house or flat
26FLAG_MOBILDid client provide mobile phone (1=YES, 0=NO)
27FLAG_DOCUMENT_19Did client provide document 19
28NAME_HOUSING_TYPEWhat is the housing situation of the client (r...
29FLAG_DOCUMENT_10Did client provide document 10
30FLAG_DOCUMENT_8Did client provide document 8
31FLAG_DOCUMENT_13Did client provide document 13
32FLAG_DOCUMENT_21Did client provide document 21
33FLAG_DOCUMENT_11Did client provide document 11
34FLAG_DOCUMENT_2Did client provide document 2
35FLAG_OWN_CARFlag if the client owns a car
\n", + "
" + ], + "text/plain": [ + " Column \\\n", + "0 FLAG_DOCUMENT_9 \n", + "1 NAME_INCOME_TYPE \n", + "2 FLAG_DOCUMENT_7 \n", + "3 FLAG_DOCUMENT_12 \n", + "4 NAME_EDUCATION_TYPE \n", + "5 FLAG_DOCUMENT_20 \n", + "6 WEEKDAY_APPR_PROCESS_START \n", + "7 FLAG_EMP_PHONE \n", + "8 FLAG_CONT_MOBILE \n", + "9 FLAG_DOCUMENT_17 \n", + "10 FLAG_EMAIL \n", + "11 FLAG_DOCUMENT_18 \n", + "12 FLAG_DOCUMENT_3 \n", + "13 FLAG_DOCUMENT_14 \n", + "14 NAME_CONTRACT_TYPE \n", + "15 NAME_TYPE_SUITE \n", + "16 FLAG_WORK_PHONE \n", + "17 FLAG_DOCUMENT_16 \n", + "18 FLAG_DOCUMENT_15 \n", + "19 FLAG_DOCUMENT_6 \n", + "20 ORGANIZATION_TYPE \n", + "21 FLAG_DOCUMENT_5 \n", + "22 NAME_FAMILY_STATUS \n", + "23 FLAG_DOCUMENT_4 \n", + "24 FLAG_PHONE \n", + "25 FLAG_OWN_REALTY \n", + "26 FLAG_MOBIL \n", + "27 FLAG_DOCUMENT_19 \n", + "28 NAME_HOUSING_TYPE \n", + "29 FLAG_DOCUMENT_10 \n", + "30 FLAG_DOCUMENT_8 \n", + "31 FLAG_DOCUMENT_13 \n", + "32 FLAG_DOCUMENT_21 \n", + "33 FLAG_DOCUMENT_11 \n", + "34 FLAG_DOCUMENT_2 \n", + "35 FLAG_OWN_CAR \n", + "\n", + " Desc \n", + "0 Did client provide document 9 \n", + "1 Clients income type (businessman, working, mat... \n", + "2 Did client provide document 7 \n", + "3 Did client provide document 12 \n", + "4 Level of highest education the client achieved \n", + "5 Did client provide document 20 \n", + "6 On which day of the week did the client apply ... \n", + "7 Did client provide work phone (1=YES, 0=NO) \n", + "8 Was mobile phone reachable (1=YES, 0=NO) \n", + "9 Did client provide document 17 \n", + "10 Did client provide email (1=YES, 0=NO) \n", + "11 Did client provide document 18 \n", + "12 Did client provide document 3 \n", + "13 Did client provide document 14 \n", + "14 Identification if loan is cash or revolving \n", + "15 Who was accompanying client when he was applyi... \n", + "16 Did client provide home phone (1=YES, 0=NO) \n", + "17 Did client provide document 16 \n", + "18 Did client provide document 15 \n", + "19 Did client provide document 6 \n", + "20 Type of organization where client works \n", + "21 Did client provide document 5 \n", + "22 Family status of the client \n", + "23 Did client provide document 4 \n", + "24 Did client provide home phone (1=YES, 0=NO) \n", + "25 Flag if client owns a house or flat \n", + "26 Did client provide mobile phone (1=YES, 0=NO) \n", + "27 Did client provide document 19 \n", + "28 What is the housing situation of the client (r... \n", + "29 Did client provide document 10 \n", + "30 Did client provide document 8 \n", + "31 Did client provide document 13 \n", + "32 Did client provide document 21 \n", + "33 Did client provide document 11 \n", + "34 Did client provide document 2 \n", + "35 Flag if the client owns a car " + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat_desc = show_description(cat_col, data_desc)\n", + "cat_desc.to_csv('cat_desc.csv')\n", + "cat_desc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Handling missing values" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Check nan for all the data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "new_df.isnull().sum().sum()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Train test split" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(14661, 63)" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = new_df.loc[:,cat_col+num_col+['TARGET']]\n", + "data.to_csv('data_without_missing_val.csv')\n", + "data.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# for col in cat_col:\n", + "# print(col,data.loc[:,col].unique())\n", + "df = cat_df.copy(deep=True)\n", + "for column in cat_col:\n", + " tempdf = pd.get_dummies(df[column], prefix=column)\n", + " df = pd.merge(\n", + " left=df,\n", + " right=tempdf,\n", + " left_index=True,\n", + " right_index=True,\n", + " )\n", + " df = df.drop(columns=column)\n", + "cat_df = df\n", + "cat_col = [i for i in cat_df.columns if (i != 'TARGET') and (i not in num_col)]\n", + "cat_df = cat_df.loc[:,cat_col]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['FLAG_DOCUMENT_9_0.0',\n", + " 'FLAG_DOCUMENT_9_1.0',\n", + " 'NAME_INCOME_TYPE_Commercial associate',\n", + " 'NAME_INCOME_TYPE_Pensioner',\n", + " 'NAME_INCOME_TYPE_State servant',\n", + " 'NAME_INCOME_TYPE_Working',\n", + " 'FLAG_DOCUMENT_7_0.0',\n", + " 'FLAG_DOCUMENT_12_0.0',\n", + " 'NAME_EDUCATION_TYPE_Academic degree',\n", + " 'NAME_EDUCATION_TYPE_Higher education',\n", + " 'NAME_EDUCATION_TYPE_Incomplete higher',\n", + " 'NAME_EDUCATION_TYPE_Lower secondary',\n", + " 'NAME_EDUCATION_TYPE_Secondary / secondary special',\n", + " 'FLAG_DOCUMENT_20_0.0',\n", + " 'FLAG_DOCUMENT_20_1.0',\n", + " 'WEEKDAY_APPR_PROCESS_START_FRIDAY',\n", + " 'WEEKDAY_APPR_PROCESS_START_MONDAY',\n", + " 'WEEKDAY_APPR_PROCESS_START_SATURDAY',\n", + " 'WEEKDAY_APPR_PROCESS_START_SUNDAY',\n", + " 'WEEKDAY_APPR_PROCESS_START_THURSDAY',\n", + " 'WEEKDAY_APPR_PROCESS_START_TUESDAY',\n", + " 'WEEKDAY_APPR_PROCESS_START_WEDNESDAY',\n", + " 'FLAG_EMP_PHONE_0.0',\n", + " 'FLAG_EMP_PHONE_1.0',\n", + " 'FLAG_CONT_MOBILE_0.0',\n", + " 'FLAG_CONT_MOBILE_1.0',\n", + " 'FLAG_DOCUMENT_17_0.0',\n", + " 'FLAG_DOCUMENT_17_1.0',\n", + " 'FLAG_EMAIL_0.0',\n", + " 'FLAG_EMAIL_1.0',\n", + " 'FLAG_DOCUMENT_18_0.0',\n", + " 'FLAG_DOCUMENT_18_1.0',\n", + " 'FLAG_DOCUMENT_3_0.0',\n", + " 'FLAG_DOCUMENT_3_1.0',\n", + " 'FLAG_DOCUMENT_14_0.0',\n", + " 'FLAG_DOCUMENT_14_1.0',\n", + " 'NAME_CONTRACT_TYPE_Cash loans',\n", + " 'NAME_CONTRACT_TYPE_Revolving loans',\n", + " 'NAME_TYPE_SUITE_Children',\n", + " 'NAME_TYPE_SUITE_Family',\n", + " 'NAME_TYPE_SUITE_Group of people',\n", + " 'NAME_TYPE_SUITE_Other_A',\n", + " 'NAME_TYPE_SUITE_Other_B',\n", + " 'NAME_TYPE_SUITE_Spouse, partner',\n", + " 'NAME_TYPE_SUITE_Unaccompanied',\n", + " 'FLAG_WORK_PHONE_0.0',\n", + " 'FLAG_WORK_PHONE_1.0',\n", + " 'FLAG_DOCUMENT_16_0.0',\n", + " 'FLAG_DOCUMENT_16_1.0',\n", + " 'FLAG_DOCUMENT_15_0.0',\n", + " 'FLAG_DOCUMENT_15_1.0',\n", + " 'FLAG_DOCUMENT_6_0.0',\n", + " 'FLAG_DOCUMENT_6_1.0',\n", + " 'ORGANIZATION_TYPE_Advertising',\n", + " 'ORGANIZATION_TYPE_Agriculture',\n", + " 'ORGANIZATION_TYPE_Bank',\n", + " 'ORGANIZATION_TYPE_Business Entity Type 1',\n", + " 'ORGANIZATION_TYPE_Business Entity Type 2',\n", + " 'ORGANIZATION_TYPE_Business Entity Type 3',\n", + " 'ORGANIZATION_TYPE_Cleaning',\n", + " 'ORGANIZATION_TYPE_Construction',\n", + " 'ORGANIZATION_TYPE_Culture',\n", + " 'ORGANIZATION_TYPE_Electricity',\n", + " 'ORGANIZATION_TYPE_Emergency',\n", + " 'ORGANIZATION_TYPE_Government',\n", + " 'ORGANIZATION_TYPE_Hotel',\n", + " 'ORGANIZATION_TYPE_Housing',\n", + " 'ORGANIZATION_TYPE_Industry: type 1',\n", + " 'ORGANIZATION_TYPE_Industry: type 10',\n", + " 'ORGANIZATION_TYPE_Industry: type 11',\n", + " 'ORGANIZATION_TYPE_Industry: type 12',\n", + " 'ORGANIZATION_TYPE_Industry: type 13',\n", + " 'ORGANIZATION_TYPE_Industry: type 2',\n", + " 'ORGANIZATION_TYPE_Industry: type 3',\n", + " 'ORGANIZATION_TYPE_Industry: type 4',\n", + " 'ORGANIZATION_TYPE_Industry: type 5',\n", + " 'ORGANIZATION_TYPE_Industry: type 7',\n", + " 'ORGANIZATION_TYPE_Industry: type 8',\n", + " 'ORGANIZATION_TYPE_Industry: type 9',\n", + " 'ORGANIZATION_TYPE_Insurance',\n", + " 'ORGANIZATION_TYPE_Kindergarten',\n", + " 'ORGANIZATION_TYPE_Legal Services',\n", + " 'ORGANIZATION_TYPE_Medicine',\n", + " 'ORGANIZATION_TYPE_Military',\n", + " 'ORGANIZATION_TYPE_Mobile',\n", + " 'ORGANIZATION_TYPE_Other',\n", + " 'ORGANIZATION_TYPE_Police',\n", + " 'ORGANIZATION_TYPE_Postal',\n", + " 'ORGANIZATION_TYPE_Realtor',\n", + " 'ORGANIZATION_TYPE_Religion',\n", + " 'ORGANIZATION_TYPE_Restaurant',\n", + " 'ORGANIZATION_TYPE_School',\n", + " 'ORGANIZATION_TYPE_Security',\n", + " 'ORGANIZATION_TYPE_Security Ministries',\n", + " 'ORGANIZATION_TYPE_Self-employed',\n", + " 'ORGANIZATION_TYPE_Services',\n", + " 'ORGANIZATION_TYPE_Telecom',\n", + " 'ORGANIZATION_TYPE_Trade: type 1',\n", + " 'ORGANIZATION_TYPE_Trade: type 2',\n", + " 'ORGANIZATION_TYPE_Trade: type 3',\n", + " 'ORGANIZATION_TYPE_Trade: type 4',\n", + " 'ORGANIZATION_TYPE_Trade: type 5',\n", + " 'ORGANIZATION_TYPE_Trade: type 6',\n", + " 'ORGANIZATION_TYPE_Trade: type 7',\n", + " 'ORGANIZATION_TYPE_Transport: type 1',\n", + " 'ORGANIZATION_TYPE_Transport: type 2',\n", + " 'ORGANIZATION_TYPE_Transport: type 3',\n", + " 'ORGANIZATION_TYPE_Transport: type 4',\n", + " 'ORGANIZATION_TYPE_University',\n", + " 'ORGANIZATION_TYPE_XNA',\n", + " 'FLAG_DOCUMENT_5_0.0',\n", + " 'FLAG_DOCUMENT_5_1.0',\n", + " 'NAME_FAMILY_STATUS_Civil marriage',\n", + " 'NAME_FAMILY_STATUS_Married',\n", + " 'NAME_FAMILY_STATUS_Separated',\n", + " 'NAME_FAMILY_STATUS_Single / not married',\n", + " 'NAME_FAMILY_STATUS_Widow',\n", + " 'FLAG_DOCUMENT_4_0.0',\n", + " 'FLAG_PHONE_0.0',\n", + " 'FLAG_PHONE_1.0',\n", + " 'FLAG_OWN_REALTY_0',\n", + " 'FLAG_OWN_REALTY_1',\n", + " 'FLAG_MOBIL_1.0',\n", + " 'FLAG_DOCUMENT_19_0.0',\n", + " 'FLAG_DOCUMENT_19_1.0',\n", + " 'NAME_HOUSING_TYPE_Co-op apartment',\n", + " 'NAME_HOUSING_TYPE_House / apartment',\n", + " 'NAME_HOUSING_TYPE_Municipal apartment',\n", + " 'NAME_HOUSING_TYPE_Office apartment',\n", + " 'NAME_HOUSING_TYPE_Rented apartment',\n", + " 'NAME_HOUSING_TYPE_With parents',\n", + " 'FLAG_DOCUMENT_10_0.0',\n", + " 'FLAG_DOCUMENT_8_0.0',\n", + " 'FLAG_DOCUMENT_8_1.0',\n", + " 'FLAG_DOCUMENT_13_0.0',\n", + " 'FLAG_DOCUMENT_13_1.0',\n", + " 'FLAG_DOCUMENT_21_0.0',\n", + " 'FLAG_DOCUMENT_21_1.0',\n", + " 'FLAG_DOCUMENT_11_0.0',\n", + " 'FLAG_DOCUMENT_11_1.0',\n", + " 'FLAG_DOCUMENT_2_0.0',\n", + " 'FLAG_OWN_CAR_0',\n", + " 'FLAG_OWN_CAR_1']" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat_col" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data shape (14661, 26)\n", + "Finished Standarization\n" + ] + } + ], + "source": [ + "num_df = my_standarization(\"RobustScaler\", x_vars = num_col, data = num_df)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Finished Normalization\n" + ] + } + ], + "source": [ + "num_df = my_normalization(\"l2\", x_vars = num_col, data = num_df)\n", + "data = pd.concat([num_df,cat_df,data['TARGET']],axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "'SK_ID_CURR' in data.columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "x_vars = [i for i in data.columns if (i != 'TARGET')]\n", + "y_var = 'TARGET'" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Int64Index: 14661 entries, 0 to 14716\n", + "Columns: 143 entries, FLAG_DOCUMENT_9_0.0 to FLAG_OWN_CAR_1\n", + "dtypes: uint8(143)\n", + "memory usage: 2.6 MB\n" + ] + } + ], + "source": [ + "data.loc[:,cat_col].info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "X, y = data.loc[:,data.columns != 'TARGET'], data.loc[:,['TARGET']]\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, random_state=0,stratified = y,test_size=0.2)\n", + "train_data = pd.concat([X_train,y_train],axis=1)\n", + "test_data = pd.concat([X_test,y_test],axis=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Save train and test data " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "train_data = pd.concat([X_train,y_train],axis=1)\n", + "test_data = pd.concat([X_test,y_test],axis=1)\n", + "train_data.to_csv('train_data.csv')\n", + "test_data.to_csv('test_data.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Select features" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Choose by RandomForest\n", + "Choose by ExtraTree\n", + "Choose by LogisticRegression\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/huanganni/Library/CloudStorage/OneDrive-SingaporeManagementUniversity/Huang Anni/Term2/CS606-AI Planning-G1/Assignments/A2 release/code_template/.venv/lib/python3.9/site-packages/sklearn/linear_model/_logistic.py:814: ConvergenceWarning: lbfgs failed to converge (status=1):\n", + "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n", + "\n", + "Increase the number of iterations (max_iter) or scale the data as shown in:\n", + " https://scikit-learn.org/stable/modules/preprocessing.html\n", + "Please also refer to the documentation for alternative solver options:\n", + " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", + " n_iter_i = _check_optimize_result(\n", + "/Users/huanganni/Library/CloudStorage/OneDrive-SingaporeManagementUniversity/Huang Anni/Term2/CS606-AI Planning-G1/Assignments/A2 release/code_template/.venv/lib/python3.9/site-packages/sklearn/linear_model/_logistic.py:814: ConvergenceWarning: lbfgs failed to converge (status=1):\n", + "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n", + "\n", + "Increase the number of iterations (max_iter) or scale the data as shown in:\n", + " https://scikit-learn.org/stable/modules/preprocessing.html\n", + "Please also refer to the documentation for alternative solver options:\n", + " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", + " n_iter_i = _check_optimize_result(\n" + ] + } + ], + "source": [ + "feature_num = 20\n", + "feature_dict = select_features(data, x_vars, y_var, feature_num) " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Modeling" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## RandomForest\n", + "1. Use the features selected by RandomForest to train, and test using cross_val_score\n", + "2. Use all the features to train, and test using cross_val_score" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RandomForest classifer achieved mean: 0.7898 recall (std: +-2.31%)\n", + "RandomForest classifer achieved mean: 0.9822 roc_auc (std: +-0.21%)\n" + ] + } + ], + "source": [ + "make_classification(model_name='RandomForest', x_vars = feature_dict['RandomForest'], y_var='TARGET', train_data = train_data, test_data = test_data)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RandomForest classifer achieved mean: 0.7898 recall (std: +-2.31%)\n", + "RandomForest classifer achieved mean: 0.9821 roc_auc (std: +-0.29%)\n" + ] + } + ], + "source": [ + "make_classification(model_name='RandomForest', x_vars = x_vars, y_var='TARGET', train_data = train_data, test_data = test_data)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "LogisticRegression classifer achieved mean: 0.07813953488372093 recall (std: 0.025029998227113878)
\n", + "LogisticRegression classifer achieved mean: 0.7853682058905498 roc_auc (std: 0.009058205642588855)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "LogisticRegression classifer achieved mean: 0.07814 recall (std: +-2.50%)\n", + "LogisticRegression classifer achieved mean: 0.7855 roc_auc (std: +-1.10%)\n" + ] + } + ], + "source": [ + "make_classification(model_name='LogisticRegression', x_vars = feature_dict['RandomForest'], y_var='TARGET', train_data = train_data, test_data = test_data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ExtraTree classifer achieved mean: 0.7898 recall (std: +-2.31%)\n", + "ExtraTree classifer achieved mean: 0.9856 roc_auc (std: +-0.18%)\n" + ] + } + ], + "source": [ + "make_classification(model_name='ExtraTree', x_vars = feature_dict['RandomForest'], y_var='TARGET', train_data = train_data, test_data = test_data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# please install the packages using 'pip install -r requirement.txt'" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[33mWARNING: Ignoring invalid distribution -ip (/Users/huanganni/Library/CloudStorage/OneDrive-SingaporeManagementUniversity/Huang Anni/Term2/CS606-AI Planning-G1/Assignments/A2 release/code_template/.venv/lib/python3.9/site-packages)\u001b[0m\u001b[33m\n", + "\u001b[0m" + ] + } + ], + "source": [ + "!pip freeze > requirement.txt" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'RandomForest': ['CODE_GENDER',\n", + " 'DAYS_BIRTH',\n", + " 'DAYS_LAST_PHONE_CHANGE',\n", + " 'SK_ID_CURR',\n", + " 'REGION_RATING_CLIENT_W_CITY',\n", + " 'REG_REGION_NOT_WORK_REGION',\n", + " 'DAYS_ID_PUBLISH',\n", + " 'AMT_GOODS_PRICE',\n", + " 'CNT_FAM_MEMBERS',\n", + " 'HOUR_APPR_PROCESS_START',\n", + " 'CNT_CHILDREN',\n", + " 'OBS_30_CNT_SOCIAL_CIRCLE',\n", + " 'DAYS_REGISTRATION',\n", + " 'AMT_CREDIT',\n", + " 'REGION_RATING_CLIENT',\n", + " 'DEF_30_CNT_SOCIAL_CIRCLE',\n", + " 'EXT_SOURCE_2',\n", + " 'AMT_INCOME_TOTAL',\n", + " 'REGION_POPULATION_RELATIVE',\n", + " 'OBS_60_CNT_SOCIAL_CIRCLE'],\n", + " 'ExtraTree': ['CODE_GENDER',\n", + " 'DAYS_BIRTH',\n", + " 'DAYS_LAST_PHONE_CHANGE',\n", + " 'SK_ID_CURR',\n", + " 'DAYS_ID_PUBLISH',\n", + " 'AMT_GOODS_PRICE',\n", + " 'CNT_FAM_MEMBERS',\n", + " 'HOUR_APPR_PROCESS_START',\n", + " 'CNT_CHILDREN',\n", + " 'OBS_30_CNT_SOCIAL_CIRCLE',\n", + " 'DAYS_REGISTRATION',\n", + " 'AMT_CREDIT',\n", + " 'DEF_30_CNT_SOCIAL_CIRCLE',\n", + " 'EXT_SOURCE_2',\n", + " 'AMT_INCOME_TOTAL',\n", + " 'REGION_POPULATION_RELATIVE',\n", + " 'OBS_60_CNT_SOCIAL_CIRCLE',\n", + " 'WEEKDAY_APPR_PROCESS_START_FRIDAY',\n", + " 'ORGANIZATION_TYPE_Medicine',\n", + " 'ORGANIZATION_TYPE_Other'],\n", + " 'LogisticRegression': ['CODE_GENDER',\n", + " 'REG_REGION_NOT_WORK_REGION',\n", + " 'LIVE_REGION_NOT_WORK_REGION',\n", + " 'CNT_CHILDREN',\n", + " 'DAYS_REGISTRATION',\n", + " 'DEF_30_CNT_SOCIAL_CIRCLE',\n", + " 'EXT_SOURCE_2',\n", + " 'NAME_INCOME_TYPE_State servant',\n", + " 'NAME_CONTRACT_TYPE_Revolving loans',\n", + " 'NAME_TYPE_SUITE_Children',\n", + " 'ORGANIZATION_TYPE_Advertising',\n", + " 'ORGANIZATION_TYPE_Business Entity Type 2',\n", + " 'ORGANIZATION_TYPE_Hotel',\n", + " 'ORGANIZATION_TYPE_Housing',\n", + " 'ORGANIZATION_TYPE_Industry: type 1',\n", + " 'ORGANIZATION_TYPE_Industry: type 3',\n", + " 'ORGANIZATION_TYPE_Industry: type 9',\n", + " 'ORGANIZATION_TYPE_Transport: type 1',\n", + " 'FLAG_DOCUMENT_11_0.0',\n", + " 'FLAG_DOCUMENT_11_1.0']}" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "feature_dict" + ] + } + ], + "metadata": { + "colab": { + "collapsed_sections": [], + "name": "FeatureEngineering.ipynb", + "provenance": [], + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.1" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/EDA.ipynb b/EDA.ipynb deleted file mode 100644 index 95c0b87..0000000 --- a/EDA.ipynb +++ /dev/null @@ -1,309 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 12, - "id": "3fd59a89", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "import phik\n", - "\n", - "pd.set_option(\"display.max_rows\", None)\n", - "sns.set()\n", - "\n", - "df = pd.read_csv('application_train.csv')\n", - "\n", - "dum_cols = ['SK_ID_CURR']\n", - "y_col = 'TARGET'\n", - "feat_cols = list(set(df.columns) - set(dum_cols + [y_col]))" - ] - }, - { - "cell_type": "markdown", - "id": "cdc9cede", - "metadata": {}, - "source": [ - "## Target Distribution" - ] - }, - { - "cell_type": "code", - "execution_count": 141, - "id": "a1d15ffb", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df['TARGET'].value_counts().plot.barh(color=['salmon', 'green'])\n", - "plt.title('Target Counting', fontsize=16, fontweight='bold')\n", - "plt.ylabel('TARGET')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "d7c9f2bc", - "metadata": {}, - "source": [ - "## Missing Value Filter" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "705771b6", - "metadata": {}, - "outputs": [], - "source": [ - "def missing_check(df):\n", - " res = pd.Series(dtype='float64')\n", - " for col in df.columns:\n", - " res[col] = df[col].isna().sum() / len(df[col])\n", - " \n", - " return res[res != 0].sort_values(ascending=False)\n", - "\n", - "missing_threshold = 0.4\n", - "miss_col_info = missing_check(df[feat_cols])\n", - "# miss_col_info[miss_col_info > missing_threshold]\n", - "feat_cols = [col for col in feat_cols if col not in miss_col_info[miss_col_info > missing_threshold].index]" - ] - }, - { - "cell_type": "code", - "execution_count": 142, - "id": "f2052c0f", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig = plt.figure(figsize=(20, 5))\n", - "plt.bar(range(miss_col_info.size), miss_col_info.values)\n", - "plt.xticks(range(miss_col_info.size), miss_col_info.index.tolist(), rotation=90)\n", - "y_scaler = np.linspace(0, miss_col_info.max(), 8)\n", - "plt.yticks(y_scaler, [f'{round(v * 100, 2)}%' for v in y_scaler])\n", - "# plt.set_xticklabels(stats_info.index.tolist())\n", - "plt.title('Missing Ratio of Feature Value', fontsize=16, fontweight='bold')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "1091d174", - "metadata": {}, - "source": [ - "## Feature Correlation " - ] - }, - { - "cell_type": "code", - "execution_count": 59, - "id": "28979919", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "interval columns not set, guessing: ['FLAG_DOCUMENT_21', 'LIVE_REGION_NOT_WORK_REGION', 'HOUR_APPR_PROCESS_START', 'FLAG_DOCUMENT_17', 'FLAG_DOCUMENT_20', 'EXT_SOURCE_3', 'OBS_60_CNT_SOCIAL_CIRCLE', 'EXT_SOURCE_2', 'FLAG_DOCUMENT_13', 'FLAG_WORK_PHONE', 'FLAG_DOCUMENT_19', 'CNT_FAM_MEMBERS', 'REGION_RATING_CLIENT', 'REG_CITY_NOT_WORK_CITY', 'DEF_30_CNT_SOCIAL_CIRCLE', 'FLAG_DOCUMENT_5', 'REG_REGION_NOT_LIVE_REGION', 'REG_CITY_NOT_LIVE_CITY', 'FLAG_DOCUMENT_3', 'AMT_REQ_CREDIT_BUREAU_DAY', 'AMT_REQ_CREDIT_BUREAU_MON', 'AMT_GOODS_PRICE', 'FLAG_DOCUMENT_11', 'FLAG_DOCUMENT_7', 'FLAG_MOBIL', 'AMT_INCOME_TOTAL', 'FLAG_CONT_MOBILE', 'FLAG_DOCUMENT_6', 'DEF_60_CNT_SOCIAL_CIRCLE', 'AMT_ANNUITY', 'FLAG_DOCUMENT_8', 'AMT_REQ_CREDIT_BUREAU_WEEK', 'LIVE_CITY_NOT_WORK_CITY', 'FLAG_EMAIL', 'DAYS_REGISTRATION', 'FLAG_DOCUMENT_15', 'AMT_REQ_CREDIT_BUREAU_YEAR', 'FLAG_PHONE', 'AMT_CREDIT', 'DAYS_EMPLOYED', 'DAYS_ID_PUBLISH', 'FLAG_DOCUMENT_10', 'REG_REGION_NOT_WORK_REGION', 'FLAG_EMP_PHONE', 'FLAG_DOCUMENT_4', 'CNT_CHILDREN', 'FLAG_DOCUMENT_12', 'FLAG_DOCUMENT_2', 'FLAG_DOCUMENT_9', 'FLAG_DOCUMENT_18', 'OBS_30_CNT_SOCIAL_CIRCLE', 'REGION_POPULATION_RELATIVE', 'DAYS_LAST_PHONE_CHANGE', 'AMT_REQ_CREDIT_BUREAU_HOUR', 'DAYS_BIRTH', 'FLAG_DOCUMENT_16', 'AMT_REQ_CREDIT_BUREAU_QRT', 'FLAG_DOCUMENT_14', 'REGION_RATING_CLIENT_W_CITY']\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# numeric feature correlation\n", - "plt.figure(figsize=(30, 20))\n", - "# numeric_cor = df[feat_cols].corr()\n", - "feat_cor = phik.phik_matrix(df[feat_cols])\n", - "sns.heatmap(feat_cor, cmap='YlGnBu')\n", - "\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "f54c309b", - "metadata": {}, - "source": [ - "## Categorical Information" - ] - }, - { - "cell_type": "code", - "execution_count": 143, - "id": "21f893ce", - "metadata": {}, - "outputs": [], - "source": [ - "cat_cols = df[feat_cols].select_dtypes(include=['object']).columns\n", - "stats_info = df[cat_cols].apply(lambda x: x.nunique(), axis=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 144, - "id": "398d30f5", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig = plt.figure(figsize=(8, 5))\n", - "plt.bar(range(stats_info.size), stats_info.values)\n", - "plt.xticks(range(stats_info.size), stats_info.index.tolist(), rotation=90)\n", - "# plt.set_xticklabels(stats_info.index.tolist())\n", - "plt.title('Category Feature Counting Information', fontsize=16, fontweight='bold')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "15b7dd3b", - "metadata": {}, - "source": [ - "## Feature Distribution" - ] - }, - { - "cell_type": "code", - "execution_count": 108, - "id": "bf3588ed", - "metadata": {}, - "outputs": [], - "source": [ - "selected_cols = ['AMT_ANNUITY', 'HOUR_APPR_PROCESS_START', 'LANDAREA_AVG',\n", - " 'DAYS_REGISTRATION', 'DAYS_EMPLOYED', 'LANDAREA_MEDI',\n", - " 'DAYS_BIRTH', 'AMT_CREDIT', 'DAYS_ID_PUBLISH', 'LANDAREA_MODE',\n", - " 'REGION_POPULATION_RELATIVE', 'OBS_30_CNT_SOCIAL_CIRCLE',\n", - " 'BASEMENTAREA_MEDI', 'AMT_GOODS_PRICE', 'BASEMENTAREA_MODE',\n", - " 'LIVINGAREA_MEDI']" - ] - }, - { - "cell_type": "code", - "execution_count": 164, - "id": "8bd98bcf", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(4, 4, figsize=(30, 12))\n", - "for i in range(len(selected_cols)):\n", - " r, c = i // 4, i % 4\n", - " sns.histplot(data=df, x=selected_cols[i], bins=30, kde=True, ax=ax[r, c])\n", - " \n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "74d06678", - "metadata": {}, - "source": [ - "## Anomaly Analysis" - ] - }, - { - "cell_type": "code", - "execution_count": 159, - "id": "16b5ad8f", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, axes = plt.subplots(nrows=4, ncols=4,figsize=(30,20))\n", - "i=0\n", - "for c in selected_cols: \n", - " sns.boxplot(data=df[c], ax=axes[i // 4,i % 4], width=0.3, saturation=0.3)\n", - " axes[i // 4,i % 4].set_title(c, fontsize=16)\n", - " i+=1 " - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.7" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/FeatureEngineering.py b/FeatureEngineering.py new file mode 100644 index 0000000..ad19897 --- /dev/null +++ b/FeatureEngineering.py @@ -0,0 +1,307 @@ +# ! pip install category_encoders +# ! pip install lightgbm +import logging, sys +logging.disable(sys.maxsize) +# Basic +import numpy as np +import pandas as pd +from scipy import stats +import numpy as np +import warnings +from collections import defaultdict +# Visualization +import seaborn as sns +import matplotlib.pyplot as plt +# Plot Learning Rate +from sklearn.model_selection import learning_curve +# Processing +from sklearn.pipeline import Pipeline +from sklearn import preprocessing +from sklearn.model_selection import train_test_split +from sklearn.preprocessing import PolynomialFeatures, RobustScaler, Normalizer, MinMaxScaler, StandardScaler, \ + QuantileTransformer, PowerTransformer, normalize, OneHotEncoder +from sklearn.impute import SimpleImputer # Handle missing values +# Feature engineering +from sklearn.decomposition import PCA +from sklearn.feature_selection import VarianceThreshold,SelectFromModel, RFE, SelectKBest, f_classif, mutual_info_classif, SelectFpr + + +#Feature ranking with recursive feature elimination([RFE](https://scikit-learn.org/stable/modules/generated/sklearn.feature_selection.RFE.html)) +from sklearn.feature_selection import RFE +# Models +# import lightgbm as lgb +from sklearn.ensemble import ExtraTreesClassifier, RandomForestClassifier +from sklearn.linear_model import LogisticRegression +# from xgboost import XGBClassifier as xgbc + +# Evaluation +from sklearn.model_selection import cross_val_score, GridSearchCV +from sklearn import metrics +from sklearn.metrics import roc_auc_score, roc_curve, recall_score +from sklearn.model_selection import KFold, StratifiedKFold +warnings.simplefilter(action='ignore', category=FutureWarning) + +# Feature selected +feature_dict = {'RandomForest': ['REGION_RATING_CLIENT', + 'DEF_30_CNT_SOCIAL_CIRCLE', + 'REG_CITY_NOT_WORK_CITY', + 'CODE_GENDER', + 'DAYS_BIRTH', + 'SK_ID_CURR', + 'CNT_FAM_MEMBERS', + 'AMT_INCOME_TOTAL', + 'OBS_60_CNT_SOCIAL_CIRCLE', + 'AMT_CREDIT', + 'HOUR_APPR_PROCESS_START', + 'OBS_30_CNT_SOCIAL_CIRCLE', + 'AMT_GOODS_PRICE', + 'DAYS_ID_PUBLISH', + 'EXT_SOURCE_2', + 'REGION_POPULATION_RELATIVE', + 'CNT_CHILDREN', + 'LIVE_CITY_NOT_WORK_CITY', + 'DAYS_LAST_PHONE_CHANGE', + 'DAYS_REGISTRATION'], + 'ExtraTree': ['DEF_30_CNT_SOCIAL_CIRCLE', + 'REG_CITY_NOT_WORK_CITY', + 'CODE_GENDER', + 'DAYS_BIRTH', + 'SK_ID_CURR', + 'CNT_FAM_MEMBERS', + 'AMT_INCOME_TOTAL', + 'OBS_60_CNT_SOCIAL_CIRCLE', + 'AMT_CREDIT', + 'HOUR_APPR_PROCESS_START', + 'OBS_30_CNT_SOCIAL_CIRCLE', + 'AMT_GOODS_PRICE', + 'DAYS_ID_PUBLISH', + 'EXT_SOURCE_2', + 'REGION_POPULATION_RELATIVE', + 'CNT_CHILDREN', + 'DAYS_LAST_PHONE_CHANGE', + 'DAYS_REGISTRATION', + 'WEEKDAY_APPR_PROCESS_START_FRIDAY_1_1', + 'ORGANIZATION_TYPE_Other_0_0'], + 'LogisticRegression': ['DEF_30_CNT_SOCIAL_CIRCLE', + 'CODE_GENDER', + 'SK_ID_CURR', + 'EXT_SOURCE_2', + 'CNT_CHILDREN', + 'DAYS_REGISTRATION', + 'FLAG_DOCUMENT_11_0.0_0_0', + 'FLAG_DOCUMENT_11_0.0_0_1', + 'FLAG_DOCUMENT_11_0.0_1_0', + 'FLAG_DOCUMENT_11_0.0_1_1', + 'FLAG_DOCUMENT_11_1.0_0_0', + 'FLAG_DOCUMENT_11_1.0_0_1', + 'FLAG_DOCUMENT_11_1.0_1_0', + 'FLAG_DOCUMENT_11_1.0_1_1', + 'ORGANIZATION_TYPE_Advertising_0_0', + 'ORGANIZATION_TYPE_Advertising_0_1', + 'ORGANIZATION_TYPE_Advertising_1_0', + 'ORGANIZATION_TYPE_Advertising_1_1', + 'ORGANIZATION_TYPE_Hotel_0_0', + 'ORGANIZATION_TYPE_Hotel_1_1']} + +# After joining, there're many duplicated columns +def remove_duplicated_cols(data, feature_list): + before_removal_df = data.copy(deep=True) + duplicated_col_dict = defaultdict(list) + for col in data.columns: + if col not in feature_list: + if col[-1].isalpha() and col[-2] == '_': + duplicated_col_dict[col[:-2]].append(col) + for col_name, col_list in duplicated_col_dict.items(): + data = data.drop(columns=col_list[1:]) + data = data.rename(columns={col_list[0]: col_name}) + print('Removed {} duplicated columns'.format(len(before_removal_df.columns) - len(data.columns))) + print('Keeped {} columns for each orginal column'.format(len(duplicated_col_dict))) + return data +def show_description(features, desc_df): + desc_list = [] + for col in features: + if len(desc_df[desc_df.Row == col].Description.values) > 0: + # print(data_desc[data_desc.Row == col].Description.values[0]) + desc = desc_df[desc_df.Row == col].Description.values[0] + else: + desc = None + desc_list.append(desc) + res = pd.DataFrame([features,desc_list],index=['Column','Desc']).T + return res + +# Select those columns by datatype +def select_col_by_dtype(data, datatype): + df = data.copy(deep=True) + columns = df.select_dtypes(datatype).columns + print('There are {} columns whose datatype is'.format(len(columns)),datatype) + df = df.loc[:,columns] + return df + +# Remove low-variance features whose variance lower than 1*10^(-8) - similar to constant +# This feature selection algorithm looks only at the features (X), not the desired outputs (y), and can thus be used for unsupervised learning. +def remove_lowvariance(data, variance_threshhold): + df = data.copy(deep=True) + constant_filter = VarianceThreshold(threshold=variance_threshhold) + constant_filter.fit(df) + without_constant_features = df.columns[constant_filter.get_support()] + constant_features = list(set(df.columns) - set(without_constant_features)) + print(len(constant_features),'constant features are removed, namely',constant_features) + print('There are {} columns after removing constants'.format(len(without_constant_features))) + return df.loc[:,without_constant_features] + +def filter_columns_by_missing_ratio(data, missing_ratio_threshold): + missing_ratio_series = (data.isnull().sum()/len(data)).sort_values(ascending=False) + highly_missing_cols = missing_ratio_series[missing_ratio_series > missing_ratio_threshold].index + return highly_missing_cols + +def plot_col_num_for_dif_missing_ratio(data): + missing_ratio_list = [i*0.1 for i in range(1,10)] + col_num_list = [] + for missing_ratio in missing_ratio_list: + highly_missing_cols = filter_columns_by_missing_ratio(data, missing_ratio) + col_num = len(data.columns)-len(highly_missing_cols) + col_num_list.append(col_num) + missing_ratio_df = pd.DataFrame([missing_ratio_list,col_num_list],index=['MissingRatio','ColNumb']).T + ax = missing_ratio_df.plot(x='MissingRatio',y='ColNumb',style='o--') + return missing_ratio_df + +# Standardization, or mean removal and variance scaling +def my_standarization(standarize_type, x_vars, data): + ''' + Standarize dataframe + + Input: + standarize_type: string + For linear: + "RobustScaler": Robust for outlinears + "MinMaxScaler": Transform features by scaling each feature to a given range. Default is [0,1] + "StandardScaler": mean=0, std=1 + For non-linear: + "QuantileTransformer": Change into uniform distribution + "PowerTransformer": Change into gausian distribution + x_vars: string: the column name list for the feartures that you want to normalize + y: string: the column name of y + data: DataFrame + Output: Dataframe + The standarized dataframe + ''' + x_vars = list(set(x_vars) & set(data.columns)) + standarized_data = data.copy(deep=True) + print('Data shape', data.shape) + for x_var in x_vars: + X = data.loc[:,x_var].values.reshape(-1, 1) + # print(x_var) + # print('X shape',X.shape) + if standarize_type == "RobustScaler": + scaler = RobustScaler() + if standarize_type == "MinMaxScaler": + scaler = MinMaxScaler() + if standarize_type == "StandardScaler": + scaler = StandardScaler() + if standarize_type == "QuantileTransformer": + scaler = QuantileTransformer() + if standarize_type == "PowerTransformer": + scaler = QuantileTransformer() + standarized_data[x_var] = scaler.fit_transform(X) + print("Finished Standarization") + # print("-"*20) + # print(standarized_data.describe()) + return standarized_data + + +def my_normalization(norm_type, x_vars, data): + ''' + Normalize dataframe + + Input: + norm_type: string + "l1": divide the mean + "l2": divide the std + "max": divide the max + x_vars: string: the column name list for the feartures that you want to normalize + y_var: string: the column name of y + data: DataFrame + Output: Dataframe + The normalized dataframe + ''' + x_vars = list(set(x_vars) & set(data.columns)) + normalized_data = data.copy(deep=True) + X = data.loc[:,x_vars] + X_normalized = Normalizer(norm=norm_type).fit_transform(X) + normalized_data.loc[:,x_vars] = X_normalized + print("Finished Normalization") + # print("-"*20) + # print(normalized_data.describe()) + return normalized_data +def my_read_csv(data_dir): + data = pd.read_csv(data_dir) + if 'Unnamed: 0' in data.columns: + data.drop(columns='Unnamed: 0',inplace=True) + if 'index' in data.columns: + data.drop(columns='index',inplace=True) + return data + +def select_features(data,x_vars,y_var,feature_num): + ''' + feature_num = 20 + feature_dict = select_features(data, x_vars, y_var, feature_num) + ''' + X, y = data.loc[:,x_vars],data.loc[:,y_var] + # X_train, X_test, y_train, y_test =train_test_split(X, y, test_size=0.2) + random_state = 0 + res_dict = {} + cl_model_dict = {} + cl_model_list = ["RandomForest","ExtraTree",'LogisticRegression'] # "LightGBM" + # select_k_best_param_list = ["f_classif","mutual_info_classif", "SelectFpr"] + for cl_model_name in cl_model_list: + print("Choose by ",cl_model_name) + if cl_model_name == "RandomForest": + classifier = RandomForestClassifier(random_state=random_state) + if cl_model_name == "ExtraTree": + classifier = ExtraTreesClassifier(n_estimators=100, + random_state=random_state, n_jobs=-1) + if cl_model_name == "LogisticRegression": + classifier = LogisticRegression(random_state=random_state) + # if cl_model_name == 'LightGBM': + ''' + write your code here + ''' + # classifier + classifier.fit(X, y) + cl_model_dict.update({cl_model_name:classifier}) + sfm = SelectFromModel(classifier, max_features=feature_num) + sfm.fit(X, y) + feature_list=list(X.columns[sfm.get_support()]) + res_dict.update({cl_model_name:feature_list}) + return res_dict +def make_classification(model_name,x_vars,y_var,train_data, test_data): + ''' + Example usage: + make_classification(model_name='RandomForest', x_vars = feature_dict['RandomForest'], y_var='TARGET', train_data = train_data, test_data = test_data) + ''' + random_state = 0 + data = pd.concat([train_data,test_data]) + x_vars = list(set(data.columns) & set(x_vars)) + # print('x_vars',len(x_vars)) + + X_train, X_test, y_train, y_test = train_data.loc[:,x_vars], test_data.loc[:,x_vars], train_data.loc[:,y_var],test_data.loc[:,y_var] + if model_name == 'RandomForest': + classifier = RandomForestClassifier(random_state=random_state) + if model_name == 'LogisticRegression': + classifier = LogisticRegression(random_state=random_state) + if model_name == 'ExtraTree': + classifier = ExtraTreesClassifier(n_estimators=100, + random_state=random_state, n_jobs=-1) + ''' + write your code here + ''' + classifier.fit(X_train, y_train) + y_pred = classifier.predict_proba(X_test)[:,1] + y_pred_lable = classifier.predict(X_test) + roc_score = roc_auc_score(y_test, y_pred) + r_score = recall_score(y_test, y_pred_lable) + print('{} classifer achieved recall {}'.format(model_name,r_score)) + print('{} classifer achieved roc_auc {}'.format(model_name,roc_score)) + + + \ No newline at end of file diff --git a/OnlyUseTrainAplicationTable.ipynb b/OnlyUseTrainAplicationTable.ipynb new file mode 100644 index 0000000..2571380 --- /dev/null +++ b/OnlyUseTrainAplicationTable.ipynb @@ -0,0 +1,1966 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "Credit-random_guess.ipynb", + "provenance": [], + "collapsed_sections": [], + "toc_visible": true + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "code", + "source": [ + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "application_df = pd.read_csv(\"/content/application_train.csv\")\n", + "application_df_test = pd.read_csv(\"/content/application_test.csv\")\n", + "application_df.info(verbose=True)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "0KryRzg_MvOu", + "outputId": "fb3fd7fa-4b53-4c1c-c5c6-812be840d5e8" + }, + "execution_count": 104, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 307511 entries, 0 to 307510\n", + "Data columns (total 122 columns):\n", + " # Column Dtype \n", + "--- ------ ----- \n", + " 0 SK_ID_CURR int64 \n", + " 1 TARGET int64 \n", + " 2 NAME_CONTRACT_TYPE object \n", + " 3 CODE_GENDER object \n", + " 4 FLAG_OWN_CAR object \n", + " 5 FLAG_OWN_REALTY object \n", + " 6 CNT_CHILDREN int64 \n", + " 7 AMT_INCOME_TOTAL float64\n", + " 8 AMT_CREDIT float64\n", + " 9 AMT_ANNUITY float64\n", + " 10 AMT_GOODS_PRICE float64\n", + " 11 NAME_TYPE_SUITE object \n", + " 12 NAME_INCOME_TYPE object \n", + " 13 NAME_EDUCATION_TYPE object \n", + " 14 NAME_FAMILY_STATUS object \n", + " 15 NAME_HOUSING_TYPE object \n", + " 16 REGION_POPULATION_RELATIVE float64\n", + " 17 DAYS_BIRTH int64 \n", + " 18 DAYS_EMPLOYED int64 \n", + " 19 DAYS_REGISTRATION float64\n", + " 20 DAYS_ID_PUBLISH int64 \n", + " 21 OWN_CAR_AGE float64\n", + " 22 FLAG_MOBIL int64 \n", + " 23 FLAG_EMP_PHONE int64 \n", + " 24 FLAG_WORK_PHONE int64 \n", + " 25 FLAG_CONT_MOBILE int64 \n", + " 26 FLAG_PHONE int64 \n", + " 27 FLAG_EMAIL int64 \n", + " 28 OCCUPATION_TYPE object \n", + " 29 CNT_FAM_MEMBERS float64\n", + " 30 REGION_RATING_CLIENT int64 \n", + " 31 REGION_RATING_CLIENT_W_CITY int64 \n", + " 32 WEEKDAY_APPR_PROCESS_START object \n", + " 33 HOUR_APPR_PROCESS_START int64 \n", + " 34 REG_REGION_NOT_LIVE_REGION int64 \n", + " 35 REG_REGION_NOT_WORK_REGION int64 \n", + " 36 LIVE_REGION_NOT_WORK_REGION int64 \n", + " 37 REG_CITY_NOT_LIVE_CITY int64 \n", + " 38 REG_CITY_NOT_WORK_CITY int64 \n", + " 39 LIVE_CITY_NOT_WORK_CITY int64 \n", + " 40 ORGANIZATION_TYPE object \n", + " 41 EXT_SOURCE_1 float64\n", + " 42 EXT_SOURCE_2 float64\n", + " 43 EXT_SOURCE_3 float64\n", + " 44 APARTMENTS_AVG float64\n", + " 45 BASEMENTAREA_AVG float64\n", + " 46 YEARS_BEGINEXPLUATATION_AVG float64\n", + " 47 YEARS_BUILD_AVG float64\n", + " 48 COMMONAREA_AVG float64\n", + " 49 ELEVATORS_AVG float64\n", + " 50 ENTRANCES_AVG float64\n", + " 51 FLOORSMAX_AVG float64\n", + " 52 FLOORSMIN_AVG float64\n", + " 53 LANDAREA_AVG float64\n", + " 54 LIVINGAPARTMENTS_AVG float64\n", + " 55 LIVINGAREA_AVG float64\n", + " 56 NONLIVINGAPARTMENTS_AVG float64\n", + " 57 NONLIVINGAREA_AVG float64\n", + " 58 APARTMENTS_MODE float64\n", + " 59 BASEMENTAREA_MODE float64\n", + " 60 YEARS_BEGINEXPLUATATION_MODE float64\n", + " 61 YEARS_BUILD_MODE float64\n", + " 62 COMMONAREA_MODE float64\n", + " 63 ELEVATORS_MODE float64\n", + " 64 ENTRANCES_MODE float64\n", + " 65 FLOORSMAX_MODE float64\n", + " 66 FLOORSMIN_MODE float64\n", + " 67 LANDAREA_MODE float64\n", + " 68 LIVINGAPARTMENTS_MODE float64\n", + " 69 LIVINGAREA_MODE float64\n", + " 70 NONLIVINGAPARTMENTS_MODE float64\n", + " 71 NONLIVINGAREA_MODE float64\n", + " 72 APARTMENTS_MEDI float64\n", + " 73 BASEMENTAREA_MEDI float64\n", + " 74 YEARS_BEGINEXPLUATATION_MEDI float64\n", + " 75 YEARS_BUILD_MEDI float64\n", + " 76 COMMONAREA_MEDI float64\n", + " 77 ELEVATORS_MEDI float64\n", + " 78 ENTRANCES_MEDI float64\n", + " 79 FLOORSMAX_MEDI float64\n", + " 80 FLOORSMIN_MEDI float64\n", + " 81 LANDAREA_MEDI float64\n", + " 82 LIVINGAPARTMENTS_MEDI float64\n", + " 83 LIVINGAREA_MEDI float64\n", + " 84 NONLIVINGAPARTMENTS_MEDI float64\n", + " 85 NONLIVINGAREA_MEDI float64\n", + " 86 FONDKAPREMONT_MODE object \n", + " 87 HOUSETYPE_MODE object \n", + " 88 TOTALAREA_MODE float64\n", + " 89 WALLSMATERIAL_MODE object \n", + " 90 EMERGENCYSTATE_MODE object \n", + " 91 OBS_30_CNT_SOCIAL_CIRCLE float64\n", + " 92 DEF_30_CNT_SOCIAL_CIRCLE float64\n", + " 93 OBS_60_CNT_SOCIAL_CIRCLE float64\n", + " 94 DEF_60_CNT_SOCIAL_CIRCLE float64\n", + " 95 DAYS_LAST_PHONE_CHANGE float64\n", + " 96 FLAG_DOCUMENT_2 int64 \n", + " 97 FLAG_DOCUMENT_3 int64 \n", + " 98 FLAG_DOCUMENT_4 int64 \n", + " 99 FLAG_DOCUMENT_5 int64 \n", + " 100 FLAG_DOCUMENT_6 int64 \n", + " 101 FLAG_DOCUMENT_7 int64 \n", + " 102 FLAG_DOCUMENT_8 int64 \n", + " 103 FLAG_DOCUMENT_9 int64 \n", + " 104 FLAG_DOCUMENT_10 int64 \n", + " 105 FLAG_DOCUMENT_11 int64 \n", + " 106 FLAG_DOCUMENT_12 int64 \n", + " 107 FLAG_DOCUMENT_13 int64 \n", + " 108 FLAG_DOCUMENT_14 int64 \n", + " 109 FLAG_DOCUMENT_15 int64 \n", + " 110 FLAG_DOCUMENT_16 int64 \n", + " 111 FLAG_DOCUMENT_17 int64 \n", + " 112 FLAG_DOCUMENT_18 int64 \n", + " 113 FLAG_DOCUMENT_19 int64 \n", + " 114 FLAG_DOCUMENT_20 int64 \n", + " 115 FLAG_DOCUMENT_21 int64 \n", + " 116 AMT_REQ_CREDIT_BUREAU_HOUR float64\n", + " 117 AMT_REQ_CREDIT_BUREAU_DAY float64\n", + " 118 AMT_REQ_CREDIT_BUREAU_WEEK float64\n", + " 119 AMT_REQ_CREDIT_BUREAU_MON float64\n", + " 120 AMT_REQ_CREDIT_BUREAU_QRT float64\n", + " 121 AMT_REQ_CREDIT_BUREAU_YEAR float64\n", + "dtypes: float64(65), int64(41), object(16)\n", + "memory usage: 286.2+ MB\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "| Feature Name |Missing prob|\n", + "|-------------------------------|--------|\n", + "| EXT_SOURCE_3 | 0.198253 |\n", + "| AMT_REQ_CREDIT_BUREAU_QRT | 0.135016 |\n", + "| AMT_REQ_CREDIT_BUREAU_MON | 0.135016 |\n", + "| AMT_REQ_CREDIT_BUREAU_DAY | 0.135016 |\n", + "| AMT_REQ_CREDIT_BUREAU_YEAR | 0.135016 |\n", + "| AMT_REQ_CREDIT_BUREAU_HOUR | 0.135016 |\n", + "| AMT_REQ_CREDIT_BUREAU_WEEK | 0.135016 |\n", + "| NAME_TYPE_SUITE | 0.004201 |\n", + "| OBS_30_CNT_SOCIAL_CIRCLE | 0.003320 |\n", + "| DEF_30_CNT_SOCIAL_CIRCLE | 0.003320 |\n", + "| OBS_60_CNT_SOCIAL_CIRCLE | 0.003320 |\n", + "| DEF_60_CNT_SOCIAL_CIRCLE | 0.003320 |\n", + "| EXT_SOURCE_2 | 0.002146 |\n", + "| AMT_GOODS_PRICE | 0.000904 |\n", + "| AMT_ANNUITY | 0.000039 |\n", + "| CNT_FAM_MEMBERS | 0.000007 |\n", + "| DAYS_LAST_PHONE_CHANGE | 0.000003 |\n" + ], + "metadata": { + "id": "bR22dpBlAYPX" + } + }, + { + "cell_type": "code", + "source": [ + "categorical_columns = ['NAME_CONTRACT_TYPE', 'CODE_GENDER', 'FLAG_OWN_CAR',\n", + " 'FLAG_OWN_REALTY', 'NAME_TYPE_SUITE', 'NAME_INCOME_TYPE',\n", + " 'NAME_EDUCATION_TYPE', 'NAME_FAMILY_STATUS', 'NAME_HOUSING_TYPE',\n", + " 'OCCUPATION_TYPE', 'WEEKDAY_APPR_PROCESS_START',\n", + " 'ORGANIZATION_TYPE', 'FONDKAPREMONT_MODE', 'HOUSETYPE_MODE',\n", + " 'WALLSMATERIAL_MODE', 'EMERGENCYSTATE_MODE']\n", + "# application_df.info(verbose=True)\n", + "# dt_cat = application_df.dropna()\n", + "for column in categorical_columns:\n", + " dt_cat[column] = pd.factorize(dt_cat[column])[0]\n", + "\n", + "dt_cat.head(10)\n", + "# dt_catpd.catergory(df_cat)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 456 + }, + "id": "zTOXdh6raJ-O", + "outputId": "ff0a7036-16bd-4f07-aa62-f5b39483684b" + }, + "execution_count": 105, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "\n", + "
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161100190000010162000.0263686.524781.5238500.0011000.022625-13972-4472-464.0-45293.011011002.022216000000...0.25650.36280.00000.0172000.4064105.00.05.00.0-1161.0010000000000000000000.00.00.00.00.03.0
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29610034100000076500.0545040.020677.5450000.0000300.031329-20348-7115-1799.0-278028.011010001.022110000000...0.04020.02220.00000.0000000.0410000.00.00.00.00.0010000000000000000000.00.00.00.00.01.0
298100343000000315000.090000.04504.590000.0000210.022800-10935-422-5251.0-33642.011011021.022311000000...0.24460.32710.00390.0087200.2932102.00.02.00.0-1016.0000000100000000000000.00.00.00.00.01.0
316100363001001360000.0493497.048942.0454500.0011000.006629-14882-436-1140.0-46066.011010133.022011000000...0.06410.10370.06210.0556100.0970300.00.00.00.0-563.0010000000000000000001.00.00.00.00.01.0
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10 rows × 122 columns

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AMT_REQ_CREDIT_BUREAU_QRT AMT_REQ_CREDIT_BUREAU_YEAR\n", + "71 100083 0 ... 0.0 3.0\n", + "124 100145 0 ... 0.0 3.0\n", + "152 100179 0 ... 0.0 4.0\n", + "161 100190 0 ... 0.0 3.0\n", + "255 100295 1 ... 0.0 1.0\n", + "296 100341 0 ... 0.0 1.0\n", + "298 100343 0 ... 0.0 1.0\n", + "316 100363 0 ... 0.0 1.0\n", + "323 100371 0 ... 0.0 0.0\n", + "328 100376 0 ... 0.0 1.0\n", + "\n", + "[10 rows x 122 columns]" + ] + }, + "metadata": {}, + "execution_count": 105 + } + ] + }, + { + "cell_type": "code", + "source": [ + "from sklearn.feature_selection import SelectFdr, chi2, f_classif\n", + "mask = SelectKBest(f_classif, k=100).fit(X, y).get_support()\n", + "feature_list_2 = X.columns[mask].values\n", + "feature_list_2" + ], + "metadata": { + "id": "uvud0RGucUKQ", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "6f4ac6d1-991a-4ed4-a35d-e852d77227b9" + }, + "execution_count": 106, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/sklearn/feature_selection/_univariate_selection.py:112: UserWarning: Features [ 3 21 95 97] are constant.\n", + " warnings.warn(\"Features %s are constant.\" % constant_features_idx, UserWarning)\n", + "/usr/local/lib/python3.7/dist-packages/sklearn/feature_selection/_univariate_selection.py:113: RuntimeWarning: invalid value encountered in true_divide\n", + " f = msb / msw\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array(['SK_ID_CURR', 'NAME_CONTRACT_TYPE', 'CODE_GENDER', 'CNT_CHILDREN',\n", + " 'AMT_INCOME_TOTAL', 'AMT_CREDIT', 'AMT_GOODS_PRICE',\n", + " 'NAME_TYPE_SUITE', 'NAME_INCOME_TYPE', 'NAME_EDUCATION_TYPE',\n", + " 'NAME_FAMILY_STATUS', 'NAME_HOUSING_TYPE',\n", + " 'REGION_POPULATION_RELATIVE', 'DAYS_BIRTH', 'DAYS_EMPLOYED',\n", + " 'DAYS_REGISTRATION', 'DAYS_ID_PUBLISH', 'OWN_CAR_AGE',\n", + " 'FLAG_WORK_PHONE', 'FLAG_CONT_MOBILE', 'FLAG_PHONE', 'FLAG_EMAIL',\n", + " 'OCCUPATION_TYPE', 'CNT_FAM_MEMBERS', 'REGION_RATING_CLIENT',\n", + " 'REGION_RATING_CLIENT_W_CITY', 'HOUR_APPR_PROCESS_START',\n", + " 'LIVE_REGION_NOT_WORK_REGION', 'REG_CITY_NOT_WORK_CITY',\n", + " 'ORGANIZATION_TYPE', 'EXT_SOURCE_1', 'EXT_SOURCE_2',\n", + " 'EXT_SOURCE_3', 'APARTMENTS_AVG', 'BASEMENTAREA_AVG',\n", + " 'YEARS_BEGINEXPLUATATION_AVG', 'YEARS_BUILD_AVG', 'COMMONAREA_AVG',\n", + " 'ELEVATORS_AVG', 'ENTRANCES_AVG', 'FLOORSMAX_AVG', 'FLOORSMIN_AVG',\n", + " 'LANDAREA_AVG', 'LIVINGAPARTMENTS_AVG', 'LIVINGAREA_AVG',\n", + " 'NONLIVINGAPARTMENTS_AVG', 'NONLIVINGAREA_AVG', 'APARTMENTS_MODE',\n", + " 'BASEMENTAREA_MODE', 'YEARS_BUILD_MODE', 'COMMONAREA_MODE',\n", + " 'ELEVATORS_MODE', 'ENTRANCES_MODE', 'FLOORSMAX_MODE',\n", + " 'FLOORSMIN_MODE', 'LANDAREA_MODE', 'LIVINGAPARTMENTS_MODE',\n", + " 'LIVINGAREA_MODE', 'NONLIVINGAPARTMENTS_MODE',\n", + " 'NONLIVINGAREA_MODE', 'APARTMENTS_MEDI', 'BASEMENTAREA_MEDI',\n", + " 'YEARS_BEGINEXPLUATATION_MEDI', 'YEARS_BUILD_MEDI',\n", + " 'COMMONAREA_MEDI', 'ELEVATORS_MEDI', 'ENTRANCES_MEDI',\n", + " 'FLOORSMAX_MEDI', 'FLOORSMIN_MEDI', 'LANDAREA_MEDI',\n", + " 'LIVINGAPARTMENTS_MEDI', 'LIVINGAREA_MEDI',\n", + " 'NONLIVINGAPARTMENTS_MEDI', 'NONLIVINGAREA_MEDI',\n", + " 'FONDKAPREMONT_MODE', 'HOUSETYPE_MODE', 'TOTALAREA_MODE',\n", + " 'WALLSMATERIAL_MODE', 'EMERGENCYSTATE_MODE',\n", + " 'OBS_30_CNT_SOCIAL_CIRCLE', 'DEF_30_CNT_SOCIAL_CIRCLE',\n", + " 'OBS_60_CNT_SOCIAL_CIRCLE', 'DEF_60_CNT_SOCIAL_CIRCLE',\n", + " 'DAYS_LAST_PHONE_CHANGE', 'FLAG_DOCUMENT_3', 'FLAG_DOCUMENT_5',\n", + " 'FLAG_DOCUMENT_6', 'FLAG_DOCUMENT_7', 'FLAG_DOCUMENT_8',\n", + " 'FLAG_DOCUMENT_13', 'FLAG_DOCUMENT_15', 'FLAG_DOCUMENT_16',\n", + " 'FLAG_DOCUMENT_18', 'FLAG_DOCUMENT_19', 'FLAG_DOCUMENT_20',\n", + " 'AMT_REQ_CREDIT_BUREAU_HOUR', 'AMT_REQ_CREDIT_BUREAU_DAY',\n", + " 'AMT_REQ_CREDIT_BUREAU_WEEK', 'AMT_REQ_CREDIT_BUREAU_QRT',\n", + " 'AMT_REQ_CREDIT_BUREAU_YEAR'], dtype=object)" + ] + }, + "metadata": {}, + "execution_count": 106 + } + ] + }, + { + "cell_type": "code", + "source": [ + "feature_list_3 = ['NAME_CONTRACT_TYPE', 'FLAG_OWN_CAR', 'FLAG_OWN_REALTY', 'AMT_INCOME_TOTAL', 'AMT_CREDIT', 'AMT_ANNUITY', 'AMT_GOODS_PRICE', 'NAME_INCOME_TYPE', 'NAME_EDUCATION_TYPE', 'DAYS_EMPLOYED', 'OWN_CAR_AGE', 'FLAG_MOBIL', 'FLAG_EMP_PHONE', 'FLAG_WORK_PHONE', 'FLAG_CONT_MOBILE', 'FLAG_PHONE', 'FLAG_EMAIL', 'OCCUPATION_TYPE', 'CNT_FAM_MEMBERS', 'REGION_RATING_CLIENT', 'REGION_RATING_CLIENT_W_CITY']" + ], + "metadata": { + "id": "iwhhgnPHkStY" + }, + "execution_count": 114, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import pandas as pd\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.feature_selection import RFECV\n", + "from sklearn.metrics import roc_auc_score\n", + "from sklearn import metrics\n", + "\n", + "dt_new = dt_cat\n", + "\n", + "# dt_new.dropna(inplace=True)\n", + "\n", + "X = dt_new[[col for col in dt_new.columns if col != 'TARGET']]\n", + "y = dt_new[\"TARGET\"]\n", + "\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2)\n", + "\n", + "estimator = RandomForestClassifier(random_state=0)\n", + "estimator.fit(X_train.loc[:,feature_list_3], y_train)\n", + "y_pred = estimator.predict(X_test.loc[:,feature_list_3])\n", + "fpr, tpr, thresholds = metrics.roc_curve(y_test, y_pred, pos_label=1)\n", + "print(\"Auc\",metrics.auc(fpr, tpr))\n", + "print(\"Accuracy\",estimator.score(X_test.loc[:,feature_list_3], y_test))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "naWz3OJaCgVi", + "outputId": "367776bf-c35f-4927-8237-ccba2d86b7c5" + }, + "execution_count": 119, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Auc 0.5\n", + "Accuracy 0.9296920395119117\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "estimator.feature_importances_" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "YDDuYn3fEf39", + "outputId": "6278c4da-2269-47e7-8e6d-7b6cdb88f8d6" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array([0.02863717, 0.00716115, 0.01153501, 0.02154009, 0.02811286,\n", + " 0.01661621, 0.01768873, 0.02164299, 0.02359412, 0.02458465,\n", + " 0.0214111 , 0.01350946, 0. , 0. , 0.00527026,\n", + " 0.00055397, 0.00230728, 0.00364877, 0.00828325, 0.00245685,\n", + " 0.0055958 , 0.02794589, 0.0017157 , 0.00123107, 0.00111878,\n", + " 0.00455846, 0.00089851, 0.00213929, 0.03511404, 0.03929571,\n", + " 0.0293841 , 0.01039734, 0.01467381, 0.01237329, 0.01114198,\n", + " 0.01288299, 0.00577247, 0.00648647, 0.00870198, 0.01490281,\n", + " 0.02678264, 0.01357485, 0.01193419, 0.00949603, 0.00722794,\n", + " 0.01513295, 0.01611277, 0.00837568, 0.01162447, 0.01429409,\n", + " 0.00291985, 0.0120094 , 0.00563537, 0.00994377, 0.02114211,\n", + " 0.01076208, 0.01553034, 0.00749029, 0.0065446 , 0.00999879,\n", + " 0.01699487, 0.01100594, 0.01056039, 0.01574987, 0.00293304,\n", + " 0.00841202, 0.00760024, 0.00910874, 0.02255865, 0.0111656 ,\n", + " 0.01607806, 0.00607663, 0.00772333, 0.01521294, 0.01741954,\n", + " 0.00419861, 0.01604817, 0.0038585 , 0.01382141, 0. ,\n", + " 0.0043267 , 0. , 0. , 0. , 0. ,\n", + " 0.00215783, 0.00109984, 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0.00011656, 0. , 0. , 0. , 0.00143078,\n", + " 0.0129267 , 0.00149247, 0.00414332, 0.00585168, 0.00851095])" + ] + }, + "metadata": {}, + "execution_count": 25 + } + ] + }, + { + "cell_type": "code", + "source": [ + "selector = RFECV(estimator, step=1, cv=5)\n", + "selector = selector.fit(X, y)\n", + "print(selector.estimator_.feature_importances_)\n", + "features_df = pd.DataFrame()\n", + "features_df['Feature'] = [col for col in dt_new.columns if col != 'TARGET']\n", + "features_df['Feature_importance'] = selector.estimator.feature_importances_\n", + "features_df.sort_values(by=['Feature_importance'])\n", + "\n", + "print(features_df)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "PAEzPVwSEQrS", + "outputId": "25659820-72b3-4c11-b865-06d9f9409021" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "[0.02626917 0.00599046 0.01815507 0.02239392 0.02065299 0.01700049\n", + " 0.01907827 0.02995431 0.02232166 0.01716455 0.02103644 0.01672022\n", + " 0.00401283 0.00852059 0.00272851 0.00431697 0.01885643 0.03585231\n", + " 0.06083402 0.04191454 0.01452903 0.01447611 0.01372226 0.00834479\n", + " 0.01945085 0.00739265 0.00872524 0.00798282 0.0092127 0.01848517\n", + " 0.01237453 0.01116081 0.00508582 0.00848775 0.01396529 0.01106906\n", + " 0.01243294 0.011338 0.01643802 0.00335291 0.01095703 0.00738456\n", + " 0.01099 0.01432985 0.01617877 0.01671755 0.00716434 0.01398893\n", + " 0.01338599 0.01434052 0.00794749 0.01396444 0.01541907 0.00281149\n", + " 0.00568724 0.00595376 0.0098155 0.01789305 0.01491818 0.01321553\n", + " 0.00629721 0.00796402 0.01769949 0.01881939 0.01892876 0.0052458\n", + " 0.01717549 0.0088205 0.0077134 0.00780394 0.00866821]\n", + " Feature Feature_importance\n", + "0 SK_ID_CURR 0.028637\n", + "1 CNT_CHILDREN 0.007161\n", + "2 AMT_INCOME_TOTAL 0.011535\n", + "3 AMT_CREDIT 0.021540\n", + "4 AMT_ANNUITY 0.028113\n", + ".. ... ...\n", + "100 AMT_REQ_CREDIT_BUREAU_DAY 0.012927\n", + "101 AMT_REQ_CREDIT_BUREAU_WEEK 0.001492\n", + "102 AMT_REQ_CREDIT_BUREAU_MON 0.004143\n", + "103 AMT_REQ_CREDIT_BUREAU_QRT 0.005852\n", + "104 AMT_REQ_CREDIT_BUREAU_YEAR 0.008511\n", + "\n", + "[105 rows x 2 columns]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "features_df = features_df.sort_values(by=['Feature_importance'],ascending=False)\n", + "features_df.head(20)\n", + "feature_list_1 = features_df[\"Feature\"][4:20]\n", + "feature_list_1 = feature_list_1.values" + ], + "metadata": { + "id": "Z99w4WDgFTgi" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import seaborn as sns\n", + "\n", + "plt.figure(figsize=(10,5))\n", + "plt.xticks(rotation=90)\n", + "sns.set_theme(style=\"white\", context=\"talk\")\n", + "sns.barplot(data=features_df.iloc[:20,:],x=\"Feature\",y=\"Feature_importance\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 619 + }, + "id": "N_PhLC5RDd6Q", + "outputId": "6484419d-bee9-4428-96c0-7b2f320144de" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 62 + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "bureau_df = pd.read_csv(\"/content/bureau.csv\")\n", + "bureau_df.info(verbose=True)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "O8-HS0oP90z6", + "outputId": "46d164f6-a0f7-4ba6-e182-91210e3c7d83" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 497145 entries, 0 to 497144\n", + "Data columns (total 17 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 SK_ID_CURR 497145 non-null int64 \n", + " 1 SK_ID_BUREAU 497145 non-null int64 \n", + " 2 CREDIT_ACTIVE 497145 non-null object \n", + " 3 CREDIT_CURRENCY 497145 non-null object \n", + " 4 DAYS_CREDIT 497144 non-null float64\n", + " 5 CREDIT_DAY_OVERDUE 497144 non-null float64\n", + " 6 DAYS_CREDIT_ENDDATE 466337 non-null float64\n", + " 7 DAYS_ENDDATE_FACT 313758 non-null float64\n", + " 8 AMT_CREDIT_MAX_OVERDUE 168301 non-null float64\n", + " 9 CNT_CREDIT_PROLONG 497144 non-null float64\n", + " 10 AMT_CREDIT_SUM 497142 non-null float64\n", + " 11 AMT_CREDIT_SUM_DEBT 422297 non-null float64\n", + " 12 AMT_CREDIT_SUM_LIMIT 323843 non-null float64\n", + " 13 AMT_CREDIT_SUM_OVERDUE 497144 non-null float64\n", + " 14 CREDIT_TYPE 497144 non-null object \n", + " 15 DAYS_CREDIT_UPDATE 497144 non-null float64\n", + " 16 AMT_ANNUITY 155283 non-null float64\n", + "dtypes: float64(12), int64(2), object(3)\n", + "memory usage: 64.5+ MB\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "missing_df = application_df.isnull().sum()/len(application_df)\n", + "type(missing_df)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "QDYhm-zc9oQR", + "outputId": "f01069d0-b0b7-46d2-bf1d-5f9c29835755" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "pandas.core.series.Series" + ] + }, + "metadata": {}, + "execution_count": 14 + } + ] + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "(application_df.isnull().sum() > 0).astype(np.int64).sum()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "iiLnBOEi_1vx", + "outputId": "dc26adb9-cbe0-4baf-f374-32ef85d254bd" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "85" + ] + }, + "metadata": {}, + "execution_count": 16 + } + ] + }, + { + "cell_type": "code", + "source": [ + "bureau_df.isnull().sum()/len(bureau_df)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "GblZ_QbA9yZG", + "outputId": "2195b56b-0ab8-4b64-f074-5d8580e918fa" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "SK_ID_CURR 0.000000\n", + "SK_ID_BUREAU 0.000000\n", + "CREDIT_ACTIVE 0.000000\n", + "CREDIT_CURRENCY 0.000000\n", + "DAYS_CREDIT 0.000002\n", + "CREDIT_DAY_OVERDUE 0.000002\n", + "DAYS_CREDIT_ENDDATE 0.061970\n", + "DAYS_ENDDATE_FACT 0.368880\n", + "AMT_CREDIT_MAX_OVERDUE 0.661465\n", + "CNT_CREDIT_PROLONG 0.000002\n", + "AMT_CREDIT_SUM 0.000006\n", + "AMT_CREDIT_SUM_DEBT 0.150556\n", + "AMT_CREDIT_SUM_LIMIT 0.348594\n", + "AMT_CREDIT_SUM_OVERDUE 0.000002\n", + "CREDIT_TYPE 0.000002\n", + "DAYS_CREDIT_UPDATE 0.000002\n", + "AMT_ANNUITY 0.687650\n", + "dtype: float64" + ] + }, + "metadata": {}, + "execution_count": 11 + } + ] + }, + { + "cell_type": "code", + "source": [ + "application_df_test.info(verbose=True)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "wCyfHg7ALNs1", + "outputId": "a0d3de29-0962-4c6d-b263-2d71f72fd28c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 48744 entries, 0 to 48743\n", + "Data columns (total 121 columns):\n", + " # Column Dtype \n", + "--- ------ ----- \n", + " 0 SK_ID_CURR int64 \n", + " 1 NAME_CONTRACT_TYPE object \n", + " 2 CODE_GENDER object \n", + " 3 FLAG_OWN_CAR object \n", + " 4 FLAG_OWN_REALTY object \n", + " 5 CNT_CHILDREN int64 \n", + " 6 AMT_INCOME_TOTAL float64\n", + " 7 AMT_CREDIT float64\n", + " 8 AMT_ANNUITY float64\n", + " 9 AMT_GOODS_PRICE float64\n", + " 10 NAME_TYPE_SUITE object \n", + " 11 NAME_INCOME_TYPE object \n", + " 12 NAME_EDUCATION_TYPE object \n", + " 13 NAME_FAMILY_STATUS object \n", + " 14 NAME_HOUSING_TYPE object \n", + " 15 REGION_POPULATION_RELATIVE float64\n", + " 16 DAYS_BIRTH int64 \n", + " 17 DAYS_EMPLOYED int64 \n", + " 18 DAYS_REGISTRATION float64\n", + " 19 DAYS_ID_PUBLISH int64 \n", + " 20 OWN_CAR_AGE float64\n", + " 21 FLAG_MOBIL int64 \n", + " 22 FLAG_EMP_PHONE int64 \n", + " 23 FLAG_WORK_PHONE int64 \n", + " 24 FLAG_CONT_MOBILE int64 \n", + " 25 FLAG_PHONE int64 \n", + " 26 FLAG_EMAIL int64 \n", + " 27 OCCUPATION_TYPE object \n", + " 28 CNT_FAM_MEMBERS float64\n", + " 29 REGION_RATING_CLIENT int64 \n", + " 30 REGION_RATING_CLIENT_W_CITY int64 \n", + " 31 WEEKDAY_APPR_PROCESS_START object \n", + " 32 HOUR_APPR_PROCESS_START int64 \n", + " 33 REG_REGION_NOT_LIVE_REGION int64 \n", + " 34 REG_REGION_NOT_WORK_REGION int64 \n", + " 35 LIVE_REGION_NOT_WORK_REGION int64 \n", + " 36 REG_CITY_NOT_LIVE_CITY int64 \n", + " 37 REG_CITY_NOT_WORK_CITY int64 \n", + " 38 LIVE_CITY_NOT_WORK_CITY int64 \n", + " 39 ORGANIZATION_TYPE object \n", + " 40 EXT_SOURCE_1 float64\n", + " 41 EXT_SOURCE_2 float64\n", + " 42 EXT_SOURCE_3 float64\n", + " 43 APARTMENTS_AVG float64\n", + " 44 BASEMENTAREA_AVG float64\n", + " 45 YEARS_BEGINEXPLUATATION_AVG float64\n", + " 46 YEARS_BUILD_AVG float64\n", + " 47 COMMONAREA_AVG float64\n", + " 48 ELEVATORS_AVG float64\n", + " 49 ENTRANCES_AVG float64\n", + " 50 FLOORSMAX_AVG float64\n", + " 51 FLOORSMIN_AVG float64\n", + " 52 LANDAREA_AVG float64\n", + " 53 LIVINGAPARTMENTS_AVG float64\n", + " 54 LIVINGAREA_AVG float64\n", + " 55 NONLIVINGAPARTMENTS_AVG float64\n", + " 56 NONLIVINGAREA_AVG float64\n", + " 57 APARTMENTS_MODE float64\n", + " 58 BASEMENTAREA_MODE float64\n", + " 59 YEARS_BEGINEXPLUATATION_MODE float64\n", + " 60 YEARS_BUILD_MODE float64\n", + " 61 COMMONAREA_MODE float64\n", + " 62 ELEVATORS_MODE float64\n", + " 63 ENTRANCES_MODE float64\n", + " 64 FLOORSMAX_MODE float64\n", + " 65 FLOORSMIN_MODE float64\n", + " 66 LANDAREA_MODE float64\n", + " 67 LIVINGAPARTMENTS_MODE float64\n", + " 68 LIVINGAREA_MODE float64\n", + " 69 NONLIVINGAPARTMENTS_MODE float64\n", + " 70 NONLIVINGAREA_MODE float64\n", + " 71 APARTMENTS_MEDI float64\n", + " 72 BASEMENTAREA_MEDI float64\n", + " 73 YEARS_BEGINEXPLUATATION_MEDI float64\n", + " 74 YEARS_BUILD_MEDI float64\n", + " 75 COMMONAREA_MEDI float64\n", + " 76 ELEVATORS_MEDI float64\n", + " 77 ENTRANCES_MEDI float64\n", + " 78 FLOORSMAX_MEDI float64\n", + " 79 FLOORSMIN_MEDI float64\n", + " 80 LANDAREA_MEDI float64\n", + " 81 LIVINGAPARTMENTS_MEDI float64\n", + " 82 LIVINGAREA_MEDI float64\n", + " 83 NONLIVINGAPARTMENTS_MEDI float64\n", + " 84 NONLIVINGAREA_MEDI float64\n", + " 85 FONDKAPREMONT_MODE object \n", + " 86 HOUSETYPE_MODE object \n", + " 87 TOTALAREA_MODE float64\n", + " 88 WALLSMATERIAL_MODE object \n", + " 89 EMERGENCYSTATE_MODE object \n", + " 90 OBS_30_CNT_SOCIAL_CIRCLE float64\n", + " 91 DEF_30_CNT_SOCIAL_CIRCLE float64\n", + " 92 OBS_60_CNT_SOCIAL_CIRCLE float64\n", + " 93 DEF_60_CNT_SOCIAL_CIRCLE float64\n", + " 94 DAYS_LAST_PHONE_CHANGE float64\n", + " 95 FLAG_DOCUMENT_2 int64 \n", + " 96 FLAG_DOCUMENT_3 int64 \n", + " 97 FLAG_DOCUMENT_4 int64 \n", + " 98 FLAG_DOCUMENT_5 int64 \n", + " 99 FLAG_DOCUMENT_6 int64 \n", + " 100 FLAG_DOCUMENT_7 int64 \n", + " 101 FLAG_DOCUMENT_8 int64 \n", + " 102 FLAG_DOCUMENT_9 int64 \n", + " 103 FLAG_DOCUMENT_10 int64 \n", + " 104 FLAG_DOCUMENT_11 int64 \n", + " 105 FLAG_DOCUMENT_12 int64 \n", + " 106 FLAG_DOCUMENT_13 int64 \n", + " 107 FLAG_DOCUMENT_14 int64 \n", + " 108 FLAG_DOCUMENT_15 int64 \n", + " 109 FLAG_DOCUMENT_16 int64 \n", + " 110 FLAG_DOCUMENT_17 int64 \n", + " 111 FLAG_DOCUMENT_18 int64 \n", + " 112 FLAG_DOCUMENT_19 int64 \n", + " 113 FLAG_DOCUMENT_20 int64 \n", + " 114 FLAG_DOCUMENT_21 int64 \n", + " 115 AMT_REQ_CREDIT_BUREAU_HOUR float64\n", + " 116 AMT_REQ_CREDIT_BUREAU_DAY float64\n", + " 117 AMT_REQ_CREDIT_BUREAU_WEEK float64\n", + " 118 AMT_REQ_CREDIT_BUREAU_MON float64\n", + " 119 AMT_REQ_CREDIT_BUREAU_QRT float64\n", + " 120 AMT_REQ_CREDIT_BUREAU_YEAR float64\n", + "dtypes: float64(65), int64(40), object(16)\n", + "memory usage: 45.0+ MB\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "feature_list_1" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "cY3gjL2oL19o", + "outputId": "0e21ea79-36e1-4826-8d75-5d56d70dec5c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "4 AMT_ANNUITY\n", + "21 HOUR_APPR_PROCESS_START\n", + "40 LANDAREA_AVG\n", + "9 DAYS_REGISTRATION\n", + "8 DAYS_EMPLOYED\n", + "68 LANDAREA_MEDI\n", + "7 DAYS_BIRTH\n", + "3 AMT_CREDIT\n", + "10 DAYS_ID_PUBLISH\n", + "54 LANDAREA_MODE\n", + "6 REGION_POPULATION_RELATIVE\n", + "74 OBS_30_CNT_SOCIAL_CIRCLE\n", + "60 BASEMENTAREA_MEDI\n", + "5 AMT_GOODS_PRICE\n", + "46 BASEMENTAREA_MODE\n", + "70 LIVINGAREA_MEDI\n", + "Name: Feature, dtype: object" + ] + }, + "metadata": {}, + "execution_count": 40 + } + ] + }, + { + "cell_type": "code", + "source": [ + "#feature_list_1\n", + "from sklearn.metrics import recall_score\n", + "# X_test,y_test = application_df_test[feature_list_1],application_df_test[\"TARGET\"]\n", + "X_train = dt_new[feature_list_2]\n", + "y_train = dt_new[\"TARGET\"]\n", + "y_test = \n", + "estimator = RandomForestClassifier(random_state=0)\n", + "estimator.fit(X_train, y_train)\n", + "y_pred = estimator.predict(X_test)\n", + "print(recall_score(y_true, y_pred, average='macro'))\n", + "print(estimator.score(X_test, y_test))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 592 + }, + "id": "JwciJRtjIUKc", + "outputId": "5b3f15c2-0e92-4148-e9ed-931e0f0dd1d7" + }, + "execution_count": 100, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/sklearn/base.py:493: FutureWarning: The feature names should match those that were passed during fit. Starting version 1.2, an error will be raised.\n", + "Feature names unseen at fit time:\n", + "- AMT_ANNUITY\n", + "- AMT_CREDIT\n", + "- AMT_GOODS_PRICE\n", + "- AMT_REQ_CREDIT_BUREAU_DAY\n", + "- AMT_REQ_CREDIT_BUREAU_HOUR\n", + "- ...\n", + "Feature names must be in the same order as they were in fit.\n", + "\n", + " warnings.warn(message, FutureWarning)\n" + ] + }, + { + "output_type": "error", + "ename": "ValueError", + "evalue": "ignored", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 7\u001b[0m \u001b[0mestimator\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mRandomForestClassifier\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mrandom_state\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 8\u001b[0m \u001b[0mestimator\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfit\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mX_train\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my_train\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 9\u001b[0;31m \u001b[0my_pred\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mestimator\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpredict\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mX_test\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 10\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mrecall_score\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0my_true\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my_pred\u001b[0m\u001b[0;34m,\u001b[0m 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\u001b[0mcheck_params\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"ensure_2d\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 585\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_check_n_features\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mX\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mreset\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mreset\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 586\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 587\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mout\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/local/lib/python3.7/dist-packages/sklearn/base.py\u001b[0m in \u001b[0;36m_check_n_features\u001b[0;34m(self, X, reset)\u001b[0m\n\u001b[1;32m 399\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mn_features\u001b[0m \u001b[0;34m!=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mn_features_in_\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 400\u001b[0m raise ValueError(\n\u001b[0;32m--> 401\u001b[0;31m \u001b[0;34mf\"X has {n_features} features, but {self.__class__.__name__} \"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 402\u001b[0m \u001b[0;34mf\"is expecting {self.n_features_in_} features as input.\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 403\u001b[0m )\n", + "\u001b[0;31mValueError\u001b[0m: X has 121 features, but RandomForestClassifier is expecting 20 features as input." + ] + } + ] + } + ] +} diff --git a/Project Proposal.ipynb b/Project Proposal.ipynb deleted file mode 100644 index 64c6eac..0000000 --- a/Project Proposal.ipynb +++ /dev/null @@ -1,1066 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "e6273aba", - "metadata": {}, - "source": [ - "# 1. Anni HUANG\n", - "## 1.1 Online News Popularity(2015)-classification/regression\n", - "### Problem Statement:\n", - "\n", - "Media and newspaper companies want their passages to go viral. But they're so many factors that can contribute to it. Like the date and time when it posts the keywords, the positive and negative words they used, the category of the news, and so on. We propose the study to analyze the factors which lead to the popularity of news. And that will help the editors get more attention from the public.\n", - "
\n", - "### Data Description\n", - "This dataset summarizes a heterogeneous set of features about articles published by Mashable in a period of two years. The goal is to predict the number of shares in social networks (popularity).
\n", - "[Data description](https://archive-beta.ics.uci.edu/ml/datasets/online+news+popularity)\n", - "### Proposed Models\n", - "Four machine learning models\n", - "- (a) Linear Regression\n", - "- (b) Logistic Regression\n", - "- (c) Ridge Regression\n", - "- (d) Lasso Regression\n", - "\n", - "One deep learning model\n", - "- (e) CNN\n", - "\n", - "### Evaluation Matrix\n", - "Four performance metrics \n", - "- Root mean squared error, \n", - "- Coefficient of Variance, \n", - "- Mean Absolute Error,\n", - "- Median Absolute Error\n", - "\n", - "will be used on our models" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "4563290f", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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urltimedeltan_tokens_titlen_tokens_contentn_unique_tokensn_non_stop_wordsn_non_stop_unique_tokensnum_hrefsnum_self_hrefsnum_imgs...min_positive_polaritymax_positive_polarityavg_negative_polaritymin_negative_polaritymax_negative_polaritytitle_subjectivitytitle_sentiment_polarityabs_title_subjectivityabs_title_sentiment_polarityshares
0http://mashable.com/2013/01/07/amazon-instant-...731.012.0219.00.6635941.00.8153854.02.01.0...0.1000000.7-0.350000-0.600-0.2000000.500000-0.1875000.0000000.187500593
1http://mashable.com/2013/01/07/ap-samsung-spon...731.09.0255.00.6047431.00.7919463.01.01.0...0.0333330.7-0.118750-0.125-0.1000000.0000000.0000000.5000000.000000711
2http://mashable.com/2013/01/07/apple-40-billio...731.09.0211.00.5751301.00.6638663.01.01.0...0.1000001.0-0.466667-0.800-0.1333330.0000000.0000000.5000000.0000001500
3http://mashable.com/2013/01/07/astronaut-notre...731.09.0531.00.5037881.00.6656359.00.01.0...0.1363640.8-0.369697-0.600-0.1666670.0000000.0000000.5000000.0000001200
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] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "354b8cfa", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "RangeIndex: 39644 entries, 0 to 39643\n", - "Data columns (total 61 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 url 39644 non-null object \n", - " 1 timedelta 39644 non-null float64\n", - " 2 n_tokens_title 39644 non-null float64\n", - " 3 n_tokens_content 39644 non-null float64\n", - " 4 n_unique_tokens 39644 non-null float64\n", - " 5 n_non_stop_words 39644 non-null float64\n", - " 6 n_non_stop_unique_tokens 39644 non-null float64\n", - " 7 num_hrefs 39644 non-null float64\n", - " 8 num_self_hrefs 39644 non-null float64\n", - " 9 num_imgs 39644 non-null float64\n", - " 10 num_videos 39644 non-null float64\n", - " 11 average_token_length 39644 non-null float64\n", - " 12 num_keywords 39644 non-null float64\n", - " 13 data_channel_is_lifestyle 39644 non-null float64\n", - " 14 data_channel_is_entertainment 39644 non-null float64\n", - " 15 data_channel_is_bus 39644 non-null float64\n", - " 16 data_channel_is_socmed 39644 non-null float64\n", - " 17 data_channel_is_tech 39644 non-null float64\n", - " 18 data_channel_is_world 39644 non-null float64\n", - " 19 kw_min_min 39644 non-null float64\n", - " 20 kw_max_min 39644 non-null float64\n", - " 21 kw_avg_min 39644 non-null float64\n", - " 22 kw_min_max 39644 non-null float64\n", - " 23 kw_max_max 39644 non-null float64\n", - " 24 kw_avg_max 39644 non-null float64\n", - " 25 kw_min_avg 39644 non-null float64\n", - " 26 kw_max_avg 39644 non-null float64\n", - " 27 kw_avg_avg 39644 non-null float64\n", - " 28 self_reference_min_shares 39644 non-null float64\n", - " 29 self_reference_max_shares 39644 non-null float64\n", - " 30 self_reference_avg_sharess 39644 non-null float64\n", - " 31 weekday_is_monday 39644 non-null float64\n", - " 32 weekday_is_tuesday 39644 non-null float64\n", - " 33 weekday_is_wednesday 39644 non-null float64\n", - 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" 54 min_negative_polarity 39644 non-null float64\n", - " 55 max_negative_polarity 39644 non-null float64\n", - " 56 title_subjectivity 39644 non-null float64\n", - " 57 title_sentiment_polarity 39644 non-null float64\n", - " 58 abs_title_subjectivity 39644 non-null float64\n", - " 59 abs_title_sentiment_polarity 39644 non-null float64\n", - " 60 shares 39644 non-null int64 \n", - "dtypes: float64(59), int64(1), object(1)\n", - "memory usage: 18.5+ MB\n" - ] - } - ], - "source": [ - "df11.info()" - ] - }, - { - "cell_type": "markdown", - "id": "9b0d7136", - "metadata": {}, - "source": [ - "## 1.2 Trip duration(2020)-regression\n", - "### Problem Statement\n", - "Trip duration is the most fundamental measure in all modes of transportation. Hence, it is crucial to predict the trip-time precisely for the advancement of Intelligent Transport Systems (ITS) and traveller information systems. In order to predict the trip duration, data mining techniques are employed to predict the trip duration of rental bikes in Seoul Bike sharing system. The prediction is carried out with the combination of Seoul Bike data and weather data.\n", - "### Data Description\n", - "The Data used include trip duration, trip distance, pickup-dropoff latitude and longitude, temperature, precipitation, wind speed, humidity, solar radiation, snowfall, ground temperature and 1-hour average dust concentration. Feature engineering is done to extract additional features from the data. \n", - "### Proposed Models\n", - "Four statistical models are used to predict the trip duration. \n", - "- (a) Linear regression, \n", - "- (b) Gradient boosting machines, \n", - "- (c) k nearest neighbor and \n", - "- (d) Random Forest(RF). \n", - "\n", - "One Deep Learning model is used to predict the trip duration.\n", - "- (e) CNN\n", - "\n", - "### Evaluation Metrix\n", - "Four performance metrics \n", - "- Root mean squared error, \n", - "- Coefficient of Variance, \n", - "- Mean Absolute Error,\n", - "- Median Absolute Error\n", - "\n", - "is used to determine the efficiency of the models. In comparison with the other models, the optimum model RF can explain the variance of 93% in the testing set and 98% (R2) in the training set. The outcome proves that RF is effective to be employed for the prediction of trip duration.\n", - "
\n", - "[Dataset description](https://plu.mx/plum/a/?mendeley_data_id=gtfh9z865f&theme=plum-bigben-theme)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "66315b91", - "metadata": {}, - "outputs": [], - "source": [ - "df12 = pd.read_csv(\"For_modeling.csv\")" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f810a0ea", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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\n", - "[Data Description](https://www.kaggle.com/chandanareddy12/back-order-prediction)\n", - "### Data Fields\n", - "- sku - sku code\n", - "- nationalinv - Current inventory level of component\n", - "- leadtime - Transit time\n", - "- in transit qty - Quantity in transit\n", - "- forecastxmonth - Forecast sales for the net 3, 6, 9 months\n", - "- salesxmonth - Sales quantity for the prior 1, 3, 6, 9 months\n", - "- minbank - Minimum recommended amount in stock • potentialissue - Indictor variable noting potential issue with item\n", - "- pieces past due - Parts overdue from source\n", - "- perfxmonthsavg - Source performance in the last 6 and 12 months \n", - "- localboqty - Amount of stock orders overdue \n", - "- X17-X22 - General Risk Flags \n", - "- wentonbackorder - Product went on backorder\n", - "### Proposed Models\n", - "Four statistical models are used to predict the trip duration. \n", - "- (a) Linear regression, \n", - "- (b) Gradient boosting machines, \n", - "- (c) k nearest neighbor and \n", - "- (d) Random Forest(RF). \n", - "One Deep Learning model is used to predict the trip duration.\n", - "- (e) CNN\n", - "### Evaluation Metrix\n", - "Four performance metrics \n", - "- Root mean squared error, \n", - "- Coefficient of Variance, \n", - "- Mean Absolute Error,\n", - "- Median Absolute Error\n", - "\n", - "is used to determine the efficiency of the models.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "f9679225", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/lib/python3.8/site-packages/IPython/core/interactiveshell.py:3145: DtypeWarning: Columns (0) have mixed types.Specify dtype option on import or set low_memory=False.\n", - " has_raised = await self.run_ast_nodes(code_ast.body, cell_name,\n" - ] - }, - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " sku national_inv lead_time in_transit_qty forecast_3_month \\\n", - "0 1026827 0.0 NaN 0.0 0.0 \n", - "1 1043384 2.0 9.0 0.0 0.0 \n", - "2 1043696 2.0 NaN 0.0 0.0 \n", - "3 1043852 7.0 8.0 0.0 0.0 \n", - "4 1044048 8.0 NaN 0.0 0.0 \n", - "\n", - " forecast_6_month forecast_9_month sales_1_month sales_3_month \\\n", - "0 0.0 0.0 0.0 0.0 \n", - "1 0.0 0.0 0.0 0.0 \n", - "2 0.0 0.0 0.0 0.0 \n", - "3 0.0 0.0 0.0 0.0 \n", - "4 0.0 0.0 0.0 0.0 \n", - "\n", - " sales_6_month ... pieces_past_due perf_6_month_avg perf_12_month_avg \\\n", - "0 0.0 ... 0.0 -99.00 -99.00 \n", - "1 0.0 ... 0.0 0.99 0.99 \n", - "2 0.0 ... 0.0 -99.00 -99.00 \n", - "3 0.0 ... 0.0 0.10 0.13 \n", - "4 0.0 ... 0.0 -99.00 -99.00 \n", - "\n", - " local_bo_qty deck_risk oe_constraint ppap_risk stop_auto_buy rev_stop \\\n", - "0 0.0 No No No Yes No \n", - "1 0.0 No No No Yes No \n", - "2 0.0 Yes No No Yes No \n", - "3 0.0 No No No Yes No \n", - "4 0.0 Yes No No Yes No \n", - "\n", - " went_on_backorder \n", - "0 No \n", - "1 No \n", - "2 No \n", - "3 No \n", - "4 No \n", - "\n", - "[5 rows x 23 columns]" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df21 = pd.read_csv(\"Back_order_train.csv\")\n", - "df21.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "3f1f49b6", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "RangeIndex: 1687861 entries, 0 to 1687860\n", - "Data columns (total 23 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 sku 1687861 non-null object \n", - " 1 national_inv 1687860 non-null float64\n", - " 2 lead_time 1586967 non-null float64\n", - " 3 in_transit_qty 1687860 non-null float64\n", - " 4 forecast_3_month 1687860 non-null float64\n", - " 5 forecast_6_month 1687860 non-null float64\n", - " 6 forecast_9_month 1687860 non-null float64\n", - " 7 sales_1_month 1687860 non-null float64\n", - " 8 sales_3_month 1687860 non-null float64\n", - " 9 sales_6_month 1687860 non-null float64\n", - " 10 sales_9_month 1687860 non-null float64\n", - " 11 min_bank 1687860 non-null float64\n", - " 12 potential_issue 1687860 non-null object \n", - " 13 pieces_past_due 1687860 non-null float64\n", - " 14 perf_6_month_avg 1687860 non-null float64\n", - " 15 perf_12_month_avg 1687860 non-null float64\n", - " 16 local_bo_qty 1687860 non-null float64\n", - " 17 deck_risk 1687860 non-null object \n", - " 18 oe_constraint 1687860 non-null object \n", - " 19 ppap_risk 1687860 non-null object \n", - " 20 stop_auto_buy 1687860 non-null object \n", - " 21 rev_stop 1687860 non-null object \n", - " 22 went_on_backorder 1687860 non-null object \n", - "dtypes: float64(15), object(8)\n", - "memory usage: 296.2+ MB\n" - ] - } - ], - "source": [ - "df21.info()" - ] - }, - { - "cell_type": "markdown", - "id": "d94228bb", - "metadata": {}, - "source": [ - "# 3 Ren Xuezhe\n", - "## 3.1 Home Credit Group(2019)-classification/regression\n", - "### Problem statement:\n", - "Many people struggle to get loans due to insufficient or non-existent credit histories. And, unfortunately, this population is often taken advantage of by untrustworthy lenders.\n", - "\n", - "### Home Credit Group\n", - "\n", - "Home Credit strives to broaden financial inclusion for the unbanked population by providing a positive and safe borrowing experience. In order to make sure this underserved population has a positive loan experience, Home Credit makes use of a variety of alternative data--including telco and transactional information--to predict their clients' repayment abilities.\n", - "\n", - "While Home Credit is currently using various statistical and machine learning methods to make these predictions, they're challenging Kagglers to help them unlock the full potential of their data. Doing so will ensure that clients capable of repayment are not rejected and that loans are given with a principal, maturity, and repayment calendar that will empower their clients to be successful.\n", - "\n", - "[Data Description](https://www.kaggle.com/c/home-credit-default-risk/overview)\n", - "![image](https://user-images.githubusercontent.com/44923423/150918954-1c6df444-bb94-4b2e-b7cb-1180540578a7.png)\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "f09a43d6", - "metadata": {}, - "source": [ - "# 4 Ding Yanmu\n", - "Image Classification" - ] - }, - { - "cell_type": "markdown", - "id": "d383f79f", - "metadata": {}, - "source": [ - "# 5 Yu Di\n", - "### 5.1 Yelp Challenge(2021)-Regression\n", - " - Task: regression\n", - " - Dataset Link: https://www.yelp.com/dataset\n", - " - Kaggle Challenge: https://www.kaggle.com/yelp-dataset/yelp-dataset?select=yelp_academic_dataset_business.json\n", - " - Dataset Name : Yelp\n", - " - Models: lightGBM,DRF,NeuMF,BPRMF, deepconn\n", - " \n", - "### Context\n", - "This dataset is a subset of Yelp's businesses, reviews, and user data. It was originally put together for the Yelp Dataset Challenge which is a chance for students to conduct research or analysis on Yelp's data and share their discoveries. In the most recent dataset you'll find information about businesses across 8 metropolitan areas in the USA and Canada.\n", - "\n", - "### Content\n", - "This dataset contains five JSON files and the user agreement.\n", - "More information about those files can be found here.\n", - "\n" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.8" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/README.md b/README.md index 87005d4..a02a58a 100644 --- a/README.md +++ b/README.md @@ -1,22 +1,264 @@ # ISSS610_AML_Group_Project -The group project for ISSS610 Applied Machine Learning. After discussion, Xuezhe's idea win the most votes👏👏👏, so we decide to do the Home Credit Group project. -## Home Credit Group(2019)-classification/regression -### Problem statement: -Many people struggle to get loans due to insufficient or non-existent credit histories. And, unfortunately, this population is often taken advantage of by untrustworthy lenders. +I and Yanmu are in charge of this part +# Feature selection +In general, there're 62 features, and (26 numerical features, and 36 categorical features) +- Deleted features without target value +- Deleted features without description +- Deleted the features whose missing value is above 10% +- Delete the numerical features whose variance is below $10^(-8)$ +# Data Description +## Numerical data -### What's Home Credit Group? +|FIELD1|Column |Desc | +|------|---------------------------|------------------------------------------------------------------------------------------------------------------| +|0 |REGION_RATING_CLIENT |Our rating of the region where client lives (1,2,3) | +|1 |AMT_INCOME_TOTAL |Income of the client | +|2 |DEF_60_CNT_SOCIAL_CIRCLE |How many observation of client's social surroundings defaulted on 60 (days past due) DPD | +|3 |DEF_30_CNT_SOCIAL_CIRCLE |How many observation of client's social surroundings defaulted on 30 DPD (days past due) | +|4 |OBS_30_CNT_SOCIAL_CIRCLE |How many observation of client's social surroundings with observable 30 DPD (days past due) default | +|5 |EXT_SOURCE_2 |Normalized score from external data source | +|6 |OBS_60_CNT_SOCIAL_CIRCLE |How many observation of client's social surroundings with observable 60 DPD (days past due) default | +|7 |AMT_CREDIT |Credit amount of the loan | +|8 |DAYS_REGISTRATION |How many days before the application did client change his registration | +|9 |REG_CITY_NOT_LIVE_CITY |Flag if client's permanent address does not match contact address (1=different, 0=same, at city level) | +|10 |DAYS_ID_PUBLISH |How many days before the application did client change the identity document with which he applied for the loan | +|11 |REG_CITY_NOT_WORK_CITY |Flag if client's permanent address does not match work address (1=different, 0=same, at city level) | +|12 |REG_REGION_NOT_WORK_REGION |Flag if client's permanent address does not match work address (1=different, 0=same, at region level) | +|13 |SK_ID_CURR |ID of loan in our sample | +|14 |LIVE_REGION_NOT_WORK_REGION|Flag if client's contact address does not match work address (1=different, 0=same, at region level) | +|15 |CODE_GENDER |Gender of the client | +|16 |REG_REGION_NOT_LIVE_REGION |Flag if client's permanent address does not match contact address (1=different, 0=same, at region level) | +|17 |CNT_CHILDREN |Number of children the client has | +|18 |AMT_GOODS_PRICE |For consumer loans it is the price of the goods for which the loan is given | +|19 |CNT_FAM_MEMBERS |How many family members does client have | +|20 |REGION_RATING_CLIENT_W_CITY|Our rating of the region where client lives with taking city into account (1,2,3) | +|21 |REGION_POPULATION_RELATIVE |Normalized population of region where client lives (higher number means the client lives in more populated region)| +|22 |DAYS_LAST_PHONE_CHANGE |How many days before application did client change phone | +|23 |LIVE_CITY_NOT_WORK_CITY |Flag if client's contact address does not match work address (1=different, 0=same, at city level) | +|24 |HOUR_APPR_PROCESS_START |Approximately at what hour did the client apply for the loan | +|25 |DAYS_BIRTH |Client's age in days at the time of application | -Home Credit strives to broaden financial inclusion for the unbanked population by providing a positive and safe borrowing experience. In order to make sure this underserved population has a positive loan experience, Home Credit makes use of a variety of alternative data--including telco and transactional information--to predict their clients' repayment abilities. -While Home Credit is currently using various statistical and machine learning methods to make these predictions, they're challenging Kagglers to help them unlock the full potential of their data. Doing so will ensure that clients capable of repayment are not rejected and that loans are given with a principal, maturity, and repayment calendar that will empower their clients to be successful. +## Catergorical data -[Data Description](https://www.kaggle.com/c/home-credit-default-risk/overview) -![image](https://user-images.githubusercontent.com/44923423/150918954-1c6df444-bb94-4b2e-b7cb-1180540578a7.png) +|FIELD1|Column |Desc | +|------|--------------------------|-------------------------------------------------------------------------------| +|0 |FLAG_DOCUMENT_14 |Did client provide document 14 | +|1 |FLAG_DOCUMENT_2 |Did client provide document 2 | +|2 |FLAG_PHONE |Did client provide home phone (1=YES, 0=NO) | +|3 |FLAG_DOCUMENT_9 |Did client provide document 9 | +|4 |FLAG_DOCUMENT_11 |Did client provide document 11 | +|5 |FLAG_DOCUMENT_20 |Did client provide document 20 | +|6 |FLAG_DOCUMENT_19 |Did client provide document 19 | +|7 |WEEKDAY_APPR_PROCESS_START|On which day of the week did the client apply for the loan | +|8 |FLAG_DOCUMENT_16 |Did client provide document 16 | +|9 |FLAG_DOCUMENT_12 |Did client provide document 12 | +|10 |FLAG_MOBIL |Did client provide mobile phone (1=YES, 0=NO) | +|11 |FLAG_DOCUMENT_7 |Did client provide document 7 | +|12 |FLAG_DOCUMENT_10 |Did client provide document 10 | +|13 |NAME_INCOME_TYPE |Clients income type (businessman, working, maternity leave) | +|14 |NAME_CONTRACT_TYPE |Identification if loan is cash or revolving | +|15 |FLAG_DOCUMENT_17 |Did client provide document 17 | +|16 |NAME_HOUSING_TYPE |What is the housing situation of the client (renting, living with parents, ...)| +|17 |ORGANIZATION_TYPE |Type of organization where client works | +|18 |FLAG_DOCUMENT_3 |Did client provide document 3 | +|19 |FLAG_DOCUMENT_21 |Did client provide document 21 | +|20 |FLAG_WORK_PHONE |Did client provide home phone (1=YES, 0=NO) | +|21 |FLAG_OWN_CAR |Flag if the client owns a car | +|22 |FLAG_CONT_MOBILE |Was mobile phone reachable (1=YES, 0=NO) | +|23 |FLAG_DOCUMENT_8 |Did client provide document 8 | +|24 |FLAG_EMP_PHONE |Did client provide work phone (1=YES, 0=NO) | +|25 |FLAG_DOCUMENT_4 |Did client provide document 4 | +|26 |FLAG_DOCUMENT_18 |Did client provide document 18 | +|27 |NAME_TYPE_SUITE |Who was accompanying client when he was applying for the loan | +|28 |FLAG_DOCUMENT_15 |Did client provide document 15 | +|29 |NAME_EDUCATION_TYPE |Level of highest education the client achieved | +|30 |FLAG_DOCUMENT_6 |Did client provide document 6 | +|31 |FLAG_OWN_REALTY |Flag if client owns a house or flat | +|32 |FLAG_DOCUMENT_5 |Did client provide document 5 | +|33 |NAME_FAMILY_STATUS |Family status of the client | +|34 |FLAG_DOCUMENT_13 |Did client provide document 13 | +|35 |FLAG_EMAIL |Did client provide email (1=YES, 0=NO) | -### Task assignment - - Data Visualization: Yu Di, Rao Ningzhen, Ren Xuezhe - - Data ingestion and feature engineering: Ding Yanmu, Huang Anni - - Models: 5 ppl, each one will choose a model +# Normalize +# Standarize +# One-hot encoder + +```python +cat_col = ['FLAG_DOCUMENT_14_0.0', + 'FLAG_DOCUMENT_14_1.0', + 'FLAG_DOCUMENT_2_0.0', + 'FLAG_PHONE_0.0', + 'FLAG_PHONE_1.0', + 'FLAG_DOCUMENT_9_0.0', + 'FLAG_DOCUMENT_9_1.0', + 'FLAG_DOCUMENT_11_0.0', + 'FLAG_DOCUMENT_11_1.0', + 'FLAG_DOCUMENT_20_0.0', + 'FLAG_DOCUMENT_20_1.0', + 'FLAG_DOCUMENT_19_0.0', + 'FLAG_DOCUMENT_19_1.0', + 'WEEKDAY_APPR_PROCESS_START_FRIDAY', + 'WEEKDAY_APPR_PROCESS_START_MONDAY', + 'WEEKDAY_APPR_PROCESS_START_SATURDAY', + 'WEEKDAY_APPR_PROCESS_START_SUNDAY', + 'WEEKDAY_APPR_PROCESS_START_THURSDAY', + 'WEEKDAY_APPR_PROCESS_START_TUESDAY', + 'WEEKDAY_APPR_PROCESS_START_WEDNESDAY', + 'FLAG_DOCUMENT_16_0.0', + 'FLAG_DOCUMENT_16_1.0', + 'FLAG_DOCUMENT_12_0.0', + 'FLAG_MOBIL_1.0', + 'FLAG_DOCUMENT_7_0.0', + 'FLAG_DOCUMENT_10_0.0', + 'NAME_INCOME_TYPE_Commercial associate', + 'NAME_INCOME_TYPE_Pensioner', + 'NAME_INCOME_TYPE_State servant', + 'NAME_INCOME_TYPE_Working', + 'NAME_CONTRACT_TYPE_Cash loans', + 'NAME_CONTRACT_TYPE_Revolving loans', + 'FLAG_DOCUMENT_17_0.0', + 'FLAG_DOCUMENT_17_1.0', + 'NAME_HOUSING_TYPE_Co-op apartment', + 'NAME_HOUSING_TYPE_House / apartment', + 'NAME_HOUSING_TYPE_Municipal apartment', + 'NAME_HOUSING_TYPE_Office apartment', + 'NAME_HOUSING_TYPE_Rented apartment', + 'NAME_HOUSING_TYPE_With parents', + 'ORGANIZATION_TYPE_Advertising', + 'ORGANIZATION_TYPE_Agriculture', + 'ORGANIZATION_TYPE_Bank', + 'ORGANIZATION_TYPE_Business Entity Type 1', + 'ORGANIZATION_TYPE_Business Entity Type 2', + 'ORGANIZATION_TYPE_Business Entity Type 3', + 'ORGANIZATION_TYPE_Cleaning', + 'ORGANIZATION_TYPE_Construction', + 'ORGANIZATION_TYPE_Culture', + 'ORGANIZATION_TYPE_Electricity', + 'ORGANIZATION_TYPE_Emergency', + 'ORGANIZATION_TYPE_Government', + 'ORGANIZATION_TYPE_Hotel', + 'ORGANIZATION_TYPE_Housing', + 'ORGANIZATION_TYPE_Industry: type 1', + 'ORGANIZATION_TYPE_Industry: type 10', + 'ORGANIZATION_TYPE_Industry: type 11', + 'ORGANIZATION_TYPE_Industry: type 12', + 'ORGANIZATION_TYPE_Industry: type 13', + 'ORGANIZATION_TYPE_Industry: type 2', + 'ORGANIZATION_TYPE_Industry: type 3', + 'ORGANIZATION_TYPE_Industry: type 4', + 'ORGANIZATION_TYPE_Industry: type 5', + 'ORGANIZATION_TYPE_Industry: type 7', + 'ORGANIZATION_TYPE_Industry: type 8', + 'ORGANIZATION_TYPE_Industry: type 9', + 'ORGANIZATION_TYPE_Insurance', + 'ORGANIZATION_TYPE_Kindergarten', + 'ORGANIZATION_TYPE_Legal Services', + 'ORGANIZATION_TYPE_Medicine', + 'ORGANIZATION_TYPE_Military', + 'ORGANIZATION_TYPE_Mobile', + 'ORGANIZATION_TYPE_Other', + 'ORGANIZATION_TYPE_Police', + 'ORGANIZATION_TYPE_Postal', + 'ORGANIZATION_TYPE_Realtor', + 'ORGANIZATION_TYPE_Religion', + 'ORGANIZATION_TYPE_Restaurant', + 'ORGANIZATION_TYPE_School', + 'ORGANIZATION_TYPE_Security', + 'ORGANIZATION_TYPE_Security Ministries', + 'ORGANIZATION_TYPE_Self-employed', + 'ORGANIZATION_TYPE_Services', + 'ORGANIZATION_TYPE_Telecom', + 'ORGANIZATION_TYPE_Trade: type 1', + 'ORGANIZATION_TYPE_Trade: type 2', + 'ORGANIZATION_TYPE_Trade: type 3', + 'ORGANIZATION_TYPE_Trade: type 4', + 'ORGANIZATION_TYPE_Trade: type 5', + 'ORGANIZATION_TYPE_Trade: type 6', + 'ORGANIZATION_TYPE_Trade: type 7', + 'ORGANIZATION_TYPE_Transport: type 1', + 'ORGANIZATION_TYPE_Transport: type 2', + 'ORGANIZATION_TYPE_Transport: type 3', + 'ORGANIZATION_TYPE_Transport: type 4', + 'ORGANIZATION_TYPE_University', + 'ORGANIZATION_TYPE_XNA', + 'FLAG_DOCUMENT_3_0.0', + 'FLAG_DOCUMENT_3_1.0', + 'FLAG_DOCUMENT_21_0.0', + 'FLAG_DOCUMENT_21_1.0', + 'FLAG_WORK_PHONE_0.0', + 'FLAG_WORK_PHONE_1.0', + 'FLAG_OWN_CAR_0', + 'FLAG_OWN_CAR_1', + 'FLAG_CONT_MOBILE_0.0', + 'FLAG_CONT_MOBILE_1.0', + 'FLAG_DOCUMENT_8_0.0', + 'FLAG_DOCUMENT_8_1.0', + 'FLAG_EMP_PHONE_0.0', + 'FLAG_EMP_PHONE_1.0', + 'FLAG_DOCUMENT_4_0.0', + 'FLAG_DOCUMENT_18_0.0', + 'FLAG_DOCUMENT_18_1.0', + 'NAME_TYPE_SUITE_Children', + 'NAME_TYPE_SUITE_Family', + 'NAME_TYPE_SUITE_Group of people', + 'NAME_TYPE_SUITE_Other_A', + 'NAME_TYPE_SUITE_Other_B', + 'NAME_TYPE_SUITE_Spouse, partner', + 'NAME_TYPE_SUITE_Unaccompanied', + 'FLAG_DOCUMENT_15_0.0', + 'FLAG_DOCUMENT_15_1.0', + 'NAME_EDUCATION_TYPE_Academic degree', + 'NAME_EDUCATION_TYPE_Higher education', + 'NAME_EDUCATION_TYPE_Incomplete higher', + 'NAME_EDUCATION_TYPE_Lower secondary', + 'NAME_EDUCATION_TYPE_Secondary / secondary special', + 'FLAG_DOCUMENT_6_0.0', + 'FLAG_DOCUMENT_6_1.0', + 'FLAG_OWN_REALTY_0', + 'FLAG_OWN_REALTY_1', + 'FLAG_DOCUMENT_5_0.0', + 'FLAG_DOCUMENT_5_1.0', + 'NAME_FAMILY_STATUS_Civil marriage', + 'NAME_FAMILY_STATUS_Married', + 'NAME_FAMILY_STATUS_Separated', + 'NAME_FAMILY_STATUS_Single / not married', + 'NAME_FAMILY_STATUS_Widow', + 'FLAG_DOCUMENT_13_0.0', + 'FLAG_DOCUMENT_13_1.0', + 'FLAG_EMAIL_0.0', + 'FLAG_EMAIL_1.0'] +``` + +# Select features +- Select by models + -All kinds of classifiers + +- Select by KBest(Haven't done) +# Try some ML Models to see the result +- Light GBM(TO-DO) +- Random Forest + +```python +RandomForest classifer achieved mean: 0.7898 recall (std: +-2.31%) +RandomForest classifer achieved mean: 0.9831 roc_auc (std: +-0.17%) +``` + +-Logistic Regression + +```python +LogisticRegression classifer achieved mean: 0.06326 recall (std: +-1.30%) +LogisticRegression classifer achieved mean: 0.8038 roc_auc (std: +-2.49%) +``` + +-ExtraTree + +```python +ExtraTree classifer achieved mean: 0.7916 recall (std: +-3.81%) +ExtraTree classifer achieved mean: 0.984 roc_auc (std: +-0.15%) +``` + +## The results for tree-based classifiers are good, why? +1. Random forest is bagging method, which has low variance high bias. So, it’s robust to out-liners in data, which works well in our scenario. In credit risk assessment, the historical payment data and personal information have more outliners than normal since not all customers give the correct information. +2. Random forest selects different features in each sub decision tree, so it ovoid selecting the same features all the time, which lead to robustness to outliners in features. Not all the changes in features are significantly different between clients who are capable to pay the loan and who can not. -### Timeline: -- Feb 15(week 6): Due for [project proposal](https://docs.google.com/presentation/d/1UhU1AEJEKgL3x9Jgf06br34fP8WF7JeT4YM4FYSVr9s/edit?usp=sharing) diff --git a/cat_desc.csv b/cat_desc.csv new file mode 100644 index 0000000..be2e9d8 --- /dev/null +++ b/cat_desc.csv @@ -0,0 +1,37 @@ +,Column,Desc +0,FLAG_DOCUMENT_3,Did client provide document 3 +1,FLAG_DOCUMENT_15,Did client provide document 15 +2,NAME_FAMILY_STATUS,Family status of the client +3,NAME_TYPE_SUITE,Who was accompanying client when he was applying for the loan +4,FLAG_DOCUMENT_4,Did client provide document 4 +5,FLAG_CONT_MOBILE,"Was mobile phone reachable (1=YES, 0=NO)" +6,FLAG_DOCUMENT_13,Did client provide document 13 +7,FLAG_PHONE,"Did client provide home phone (1=YES, 0=NO)" +8,NAME_HOUSING_TYPE,"What is the housing situation of the client (renting, living with parents, ...)" +9,FLAG_DOCUMENT_7,Did client provide document 7 +10,FLAG_DOCUMENT_18,Did client provide document 18 +11,FLAG_DOCUMENT_11,Did client provide document 11 +12,FLAG_DOCUMENT_21,Did client provide document 21 +13,FLAG_MOBIL,"Did client provide mobile phone (1=YES, 0=NO)" +14,FLAG_WORK_PHONE,"Did client provide home phone (1=YES, 0=NO)" +15,FLAG_DOCUMENT_20,Did client provide document 20 +16,NAME_INCOME_TYPE,"Clients income type (businessman, working, maternity leave)" +17,FLAG_OWN_REALTY,Flag if client owns a house or flat +18,NAME_CONTRACT_TYPE,Identification if loan is cash or revolving +19,FLAG_OWN_CAR,Flag if the client owns a car +20,FLAG_DOCUMENT_8,Did client provide document 8 +21,FLAG_DOCUMENT_19,Did client provide document 19 +22,FLAG_DOCUMENT_16,Did client provide document 16 +23,WEEKDAY_APPR_PROCESS_START,On which day of the week did the client apply for the loan +24,ORGANIZATION_TYPE,Type of organization where client works +25,FLAG_EMAIL,"Did client provide email (1=YES, 0=NO)" +26,FLAG_DOCUMENT_2,Did client provide document 2 +27,FLAG_DOCUMENT_9,Did client provide document 9 +28,FLAG_DOCUMENT_6,Did client provide document 6 +29,FLAG_DOCUMENT_12,Did client provide document 12 +30,FLAG_DOCUMENT_14,Did client provide document 14 +31,FLAG_DOCUMENT_10,Did client provide document 10 +32,NAME_EDUCATION_TYPE,Level of highest education the client achieved +33,FLAG_EMP_PHONE,"Did client provide work phone (1=YES, 0=NO)" +34,FLAG_DOCUMENT_5,Did client provide document 5 +35,FLAG_DOCUMENT_17,Did client provide document 17 diff --git a/data_merge.py b/data_merge.py new file mode 100644 index 0000000..35aac2a --- /dev/null +++ b/data_merge.py @@ -0,0 +1,362 @@ +import numpy as np +import pandas as pd +import gc +import time +from contextlib import contextmanager +from lightgbm import LGBMClassifier +from sklearn.metrics import roc_auc_score, roc_curve +from sklearn.model_selection import KFold, StratifiedKFold +import matplotlib.pyplot as plt +import seaborn as sns +import warnings + +warnings.simplefilter(action='ignore', category=FutureWarning) + + +@contextmanager +def timer(title): + t0 = time.time() + yield + print("{} - done in {:.0f}s".format(title, time.time() - t0)) + + +# One-hot encoding for categorical columns with get_dummies +def one_hot_encoder(df, nan_as_category=True): + original_columns = list(df.columns) + categorical_columns = [col for col in df.columns if df[col].dtype == 'object'] + df = pd.get_dummies(df, columns=categorical_columns, dummy_na=nan_as_category) + new_columns = [c for c in df.columns if c not in original_columns] + return df, new_columns + + +# Preprocess application_train.csv and application_test.csv +def application_train_test(num_rows=None, nan_as_category=False): + # Read data and merge + df = pd.read_csv('./data/application_train.csv', nrows=num_rows) + test_df = pd.read_csv('./data/application_test.csv', nrows=num_rows) + print("Train samples: {}, test samples: {}".format(len(df), len(test_df))) + df = df.append(test_df).reset_index() + # Optional: Remove 4 applications with XNA CODE_GENDER (train set) + df = df[df['CODE_GENDER'] != 'XNA'] + + # Categorical features with Binary encode (0 or 1; two categories) + for bin_feature in ['CODE_GENDER', 'FLAG_OWN_CAR', 'FLAG_OWN_REALTY']: + df[bin_feature], uniques = pd.factorize(df[bin_feature]) + # Categorical features with One-Hot encode + df, cat_cols = one_hot_encoder(df, nan_as_category) + + # NaN values for DAYS_EMPLOYED: 365.243 -> nan + df['DAYS_EMPLOYED'].replace(365243, np.nan, inplace=True) + # Some simple new features (percentages) + df['DAYS_EMPLOYED_PERC'] = df['DAYS_EMPLOYED'] / df['DAYS_BIRTH'] + df['INCOME_CREDIT_PERC'] = df['AMT_INCOME_TOTAL'] / df['AMT_CREDIT'] + df['INCOME_PER_PERSON'] = df['AMT_INCOME_TOTAL'] / df['CNT_FAM_MEMBERS'] + df['ANNUITY_INCOME_PERC'] = df['AMT_ANNUITY'] / df['AMT_INCOME_TOTAL'] + df['PAYMENT_RATE'] = df['AMT_ANNUITY'] / df['AMT_CREDIT'] + del test_df + gc.collect() + return df + + +# Preprocess bureau.csv and bureau_balance.csv +def bureau_and_balance(num_rows=None, nan_as_category=True): + bureau = pd.read_csv('./data/bureau.csv', nrows=num_rows) + bb = pd.read_csv('./data/bureau_balance.csv', nrows=num_rows) + bb, bb_cat = one_hot_encoder(bb, nan_as_category) + bureau, bureau_cat = one_hot_encoder(bureau, nan_as_category) + + # Bureau balance: Perform aggregations and merge with bureau.csv + bb_aggregations = {'MONTHS_BALANCE': ['min', 'max', 'size']} + for col in bb_cat: + bb_aggregations[col] = ['mean'] + bb_agg = bb.groupby('SK_ID_BUREAU').agg(bb_aggregations) + bb_agg.columns = pd.Index([e[0] + "_" + e[1].upper() for e in bb_agg.columns.tolist()]) + bureau = bureau.join(bb_agg, how='left', on='SK_ID_BUREAU') + bureau.drop(['SK_ID_BUREAU'], axis=1, inplace=True) + del bb, bb_agg + gc.collect() + + # Bureau and bureau_balance numeric features + num_aggregations = { + 'DAYS_CREDIT': ['min', 'max', 'mean', 'var'], + 'DAYS_CREDIT_ENDDATE': ['min', 'max', 'mean'], + 'DAYS_CREDIT_UPDATE': ['mean'], + 'CREDIT_DAY_OVERDUE': ['max', 'mean'], + 'AMT_CREDIT_MAX_OVERDUE': ['mean'], + 'AMT_CREDIT_SUM': ['max', 'mean', 'sum'], + 'AMT_CREDIT_SUM_DEBT': ['max', 'mean', 'sum'], + 'AMT_CREDIT_SUM_OVERDUE': ['mean'], + 'AMT_CREDIT_SUM_LIMIT': ['mean', 'sum'], + 'AMT_ANNUITY': ['max', 'mean'], + 'CNT_CREDIT_PROLONG': ['sum'], + 'MONTHS_BALANCE_MIN': ['min'], + 'MONTHS_BALANCE_MAX': ['max'], + 'MONTHS_BALANCE_SIZE': ['mean', 'sum'] + } + # Bureau and bureau_balance categorical features + cat_aggregations = {} + for cat in bureau_cat: cat_aggregations[cat] = ['mean'] + for cat in bb_cat: cat_aggregations[cat + "_MEAN"] = ['mean'] + + bureau_agg = bureau.groupby('SK_ID_CURR').agg({**num_aggregations, **cat_aggregations}) + bureau_agg.columns = pd.Index(['BURO_' + e[0] + "_" + e[1].upper() for e in bureau_agg.columns.tolist()]) + # Bureau: Active credits - using only numerical aggregations + active = bureau[bureau['CREDIT_ACTIVE_Active'] == 1] + active_agg = active.groupby('SK_ID_CURR').agg(num_aggregations) + active_agg.columns = pd.Index(['ACTIVE_' + e[0] + "_" + e[1].upper() for e in active_agg.columns.tolist()]) + bureau_agg = bureau_agg.join(active_agg, how='left', on='SK_ID_CURR') + del active, active_agg + gc.collect() + # Bureau: Closed credits - using only numerical aggregations + closed = bureau[bureau['CREDIT_ACTIVE_Closed'] == 1] + closed_agg = closed.groupby('SK_ID_CURR').agg(num_aggregations) + closed_agg.columns = pd.Index(['CLOSED_' + e[0] + "_" + e[1].upper() for e in closed_agg.columns.tolist()]) + bureau_agg = bureau_agg.join(closed_agg, how='left', on='SK_ID_CURR') + del closed, closed_agg, bureau + gc.collect() + return bureau_agg + + +# Preprocess previous_applications.csv +def previous_applications(num_rows=None, nan_as_category=True): + prev = pd.read_csv('./data/previous_application.csv', nrows=num_rows) + prev, cat_cols = one_hot_encoder(prev, nan_as_category=True) + # Days 365.243 values -> nan + prev['DAYS_FIRST_DRAWING'].replace(365243, np.nan, inplace=True) + prev['DAYS_FIRST_DUE'].replace(365243, np.nan, inplace=True) + prev['DAYS_LAST_DUE_1ST_VERSION'].replace(365243, np.nan, inplace=True) + prev['DAYS_LAST_DUE'].replace(365243, np.nan, inplace=True) + prev['DAYS_TERMINATION'].replace(365243, np.nan, inplace=True) + # Add feature: value ask / value received percentage + prev['APP_CREDIT_PERC'] = prev['AMT_APPLICATION'] / prev['AMT_CREDIT'] + # Previous applications numeric features + num_aggregations = { + 'AMT_ANNUITY': ['min', 'max', 'mean'], + 'AMT_APPLICATION': ['min', 'max', 'mean'], + 'AMT_CREDIT': ['min', 'max', 'mean'], + 'APP_CREDIT_PERC': ['min', 'max', 'mean', 'var'], + 'AMT_DOWN_PAYMENT': ['min', 'max', 'mean'], + 'AMT_GOODS_PRICE': ['min', 'max', 'mean'], + 'HOUR_APPR_PROCESS_START': ['min', 'max', 'mean'], + 'RATE_DOWN_PAYMENT': ['min', 'max', 'mean'], + 'DAYS_DECISION': ['min', 'max', 'mean'], + 'CNT_PAYMENT': ['mean', 'sum'], + } + # Previous applications categorical features + cat_aggregations = {} + for cat in cat_cols: + cat_aggregations[cat] = ['mean'] + + prev_agg = prev.groupby('SK_ID_CURR').agg({**num_aggregations, **cat_aggregations}) + prev_agg.columns = pd.Index(['PREV_' + e[0] + "_" + e[1].upper() for e in prev_agg.columns.tolist()]) + # Previous Applications: Approved Applications - only numerical features + approved = prev[prev['NAME_CONTRACT_STATUS_Approved'] == 1] + approved_agg = approved.groupby('SK_ID_CURR').agg(num_aggregations) + approved_agg.columns = pd.Index(['APPROVED_' + e[0] + "_" + e[1].upper() for e in approved_agg.columns.tolist()]) + prev_agg = prev_agg.join(approved_agg, how='left', on='SK_ID_CURR') + # Previous Applications: Refused Applications - only numerical features + refused = prev[prev['NAME_CONTRACT_STATUS_Refused'] == 1] + refused_agg = refused.groupby('SK_ID_CURR').agg(num_aggregations) + refused_agg.columns = pd.Index(['REFUSED_' + e[0] + "_" + e[1].upper() for e in refused_agg.columns.tolist()]) + prev_agg = prev_agg.join(refused_agg, how='left', on='SK_ID_CURR') + del refused, refused_agg, approved, approved_agg, prev + gc.collect() + return prev_agg + + +# Preprocess POS_CASH_balance.csv +def pos_cash(num_rows=None, nan_as_category=True): + pos = pd.read_csv('./data/POS_CASH_balance.csv', nrows=num_rows) + pos, cat_cols = one_hot_encoder(pos, nan_as_category=True) + # Features + aggregations = { + 'MONTHS_BALANCE': ['max', 'mean', 'size'], + 'SK_DPD': ['max', 'mean'], + 'SK_DPD_DEF': ['max', 'mean'] + } + for cat in cat_cols: + aggregations[cat] = ['mean'] + + pos_agg = pos.groupby('SK_ID_CURR').agg(aggregations) + pos_agg.columns = pd.Index(['POS_' + e[0] + "_" + e[1].upper() for e in pos_agg.columns.tolist()]) + # Count pos cash accounts + pos_agg['POS_COUNT'] = pos.groupby('SK_ID_CURR').size() + del pos + gc.collect() + return pos_agg + + +# Preprocess installments_payments.csv +def installments_payments(num_rows=None, nan_as_category=True): + ins = pd.read_csv('./data/installments_payments.csv', nrows=num_rows) + ins, cat_cols = one_hot_encoder(ins, nan_as_category=True) + # Percentage and difference paid in each installment (amount paid and installment value) + ins['PAYMENT_PERC'] = ins['AMT_PAYMENT'] / ins['AMT_INSTALMENT'] + ins['PAYMENT_DIFF'] = ins['AMT_INSTALMENT'] - ins['AMT_PAYMENT'] + # Days past due and days before due (no negative values) + ins['DPD'] = ins['DAYS_ENTRY_PAYMENT'] - ins['DAYS_INSTALMENT'] + ins['DBD'] = ins['DAYS_INSTALMENT'] - ins['DAYS_ENTRY_PAYMENT'] + ins['DPD'] = ins['DPD'].apply(lambda x: x if x > 0 else 0) + ins['DBD'] = ins['DBD'].apply(lambda x: x if x > 0 else 0) + # Features: Perform aggregations + aggregations = { + 'NUM_INSTALMENT_VERSION': ['nunique'], + 'DPD': ['max', 'mean', 'sum'], + 'DBD': ['max', 'mean', 'sum'], + 'PAYMENT_PERC': ['max', 'mean', 'sum', 'var'], + 'PAYMENT_DIFF': ['max', 'mean', 'sum', 'var'], + 'AMT_INSTALMENT': ['max', 'mean', 'sum'], + 'AMT_PAYMENT': ['min', 'max', 'mean', 'sum'], + 'DAYS_ENTRY_PAYMENT': ['max', 'mean', 'sum'] + } + for cat in cat_cols: + aggregations[cat] = ['mean'] + ins_agg = ins.groupby('SK_ID_CURR').agg(aggregations) + ins_agg.columns = pd.Index(['INSTAL_' + e[0] + "_" + e[1].upper() for e in ins_agg.columns.tolist()]) + # Count installments accounts + ins_agg['INSTAL_COUNT'] = ins.groupby('SK_ID_CURR').size() + del ins + gc.collect() + return ins_agg + + +# Preprocess credit_card_balance.csv +def credit_card_balance(num_rows=None, nan_as_category=True): + cc = pd.read_csv('./data/credit_card_balance.csv', nrows=num_rows) + cc, cat_cols = one_hot_encoder(cc, nan_as_category=True) + # General aggregations + cc.drop(['SK_ID_PREV'], axis=1, inplace=True) + cc_agg = cc.groupby('SK_ID_CURR').agg(['min', 'max', 'mean', 'sum', 'var']) + cc_agg.columns = pd.Index(['CC_' + e[0] + "_" + e[1].upper() for e in cc_agg.columns.tolist()]) + # Count credit card lines + cc_agg['CC_COUNT'] = cc.groupby('SK_ID_CURR').size() + del cc + gc.collect() + return cc_agg + + +# LightGBM GBDT with KFold or Stratified KFold +# Parameters from Tilii kernel: https://www.kaggle.com/tilii7/olivier-lightgbm-parameters-by-bayesian-opt/code +def kfold_lightgbm(df, num_folds, stratified=False, debug=False): + # Divide in training/validation and test data + train_df = df[df['TARGET'].notnull()] + test_df = df[df['TARGET'].isnull()] + print("Starting LightGBM. Train shape: {}, test shape: {}".format(train_df.shape, test_df.shape)) + del df + gc.collect() + # Cross validation model + if stratified: + folds = StratifiedKFold(n_splits=num_folds, shuffle=True, random_state=1001) + else: + folds = KFold(n_splits=num_folds, shuffle=True, random_state=1001) + # Create arrays and dataframes to store results + oof_preds = np.zeros(train_df.shape[0]) + sub_preds = np.zeros(test_df.shape[0]) + feature_importance_df = pd.DataFrame() + feats = [f for f in train_df.columns if f not in ['TARGET', 'SK_ID_CURR', 'SK_ID_BUREAU', 'SK_ID_PREV', 'index']] + + for n_fold, (train_idx, valid_idx) in enumerate(folds.split(train_df[feats], train_df['TARGET'])): + train_x, train_y = train_df[feats].iloc[train_idx], train_df['TARGET'].iloc[train_idx] + valid_x, valid_y = train_df[feats].iloc[valid_idx], train_df['TARGET'].iloc[valid_idx] + + # LightGBM parameters found by Bayesian optimization + clf = LGBMClassifier( + nthread=4, + n_estimators=10000, + learning_rate=0.02, + num_leaves=34, + colsample_bytree=0.9497036, + subsample=0.8715623, + max_depth=8, + reg_alpha=0.041545473, + reg_lambda=0.0735294, + min_split_gain=0.0222415, + min_child_weight=39.3259775, + silent=-1, + verbose=-1, ) + + clf.fit(train_x, train_y, eval_set=[(train_x, train_y), (valid_x, valid_y)], + eval_metric='auc', verbose=200, early_stopping_rounds=200) + + oof_preds[valid_idx] = clf.predict_proba(valid_x, num_iteration=clf.best_iteration_)[:, 1] + sub_preds += clf.predict_proba(test_df[feats], num_iteration=clf.best_iteration_)[:, 1] / folds.n_splits + + fold_importance_df = pd.DataFrame() + fold_importance_df["feature"] = feats + fold_importance_df["importance"] = clf.feature_importances_ + fold_importance_df["fold"] = n_fold + 1 + feature_importance_df = pd.concat([feature_importance_df, fold_importance_df], axis=0) + print('Fold %2d AUC : %.6f' % (n_fold + 1, roc_auc_score(valid_y, oof_preds[valid_idx]))) + del clf, train_x, train_y, valid_x, valid_y + gc.collect() + + print('Full AUC score %.6f' % roc_auc_score(train_df['TARGET'], oof_preds)) + # Write submission file and plot feature importance + if not debug: + test_df['TARGET'] = sub_preds + test_df[['SK_ID_CURR', 'TARGET']].to_csv(submission_file_name, index=False) + display_importances(feature_importance_df) + return feature_importance_df + + +# Display/plot feature importance +def display_importances(feature_importance_df_): + cols = feature_importance_df_[["feature", "importance"]].groupby("feature").mean().sort_values(by="importance", + ascending=False)[ + :40].index + best_features = feature_importance_df_.loc[feature_importance_df_.feature.isin(cols)] + plt.figure(figsize=(8, 10)) + sns.barplot(x="importance", y="feature", data=best_features.sort_values(by="importance", ascending=False)) + plt.title('LightGBM Features (avg over folds)') + plt.tight_layout() + plt.savefig('lgbm_importances01.png') + + +def main(debug=False): + num_rows = 10000 if debug else None + df = application_train_test(num_rows) + with timer("Process bureau and bureau_balance"): + bureau = bureau_and_balance(num_rows) + print("Bureau df shape:", bureau.shape) + df = df.join(bureau, how='left', on='SK_ID_CURR') + del bureau + gc.collect() + with timer("Process previous_applications"): + prev = previous_applications(num_rows) + print("Previous applications df shape:", prev.shape) + df = df.join(prev, how='left', on='SK_ID_CURR') + del prev + gc.collect() + with timer("Process POS-CASH balance"): + pos = pos_cash(num_rows) + print("Pos-cash balance df shape:", pos.shape) + df = df.join(pos, how='left', on='SK_ID_CURR') + del pos + gc.collect() + with timer("Process installments payments"): + ins = installments_payments(num_rows) + print("Installments payments df shape:", ins.shape) + df = df.join(ins, how='left', on='SK_ID_CURR') + del ins + gc.collect() + with timer("Process credit card balance"): + cc = credit_card_balance(num_rows) + print("Credit card balance df shape:", cc.shape) + df = df.join(cc, how='left', on='SK_ID_CURR') + del cc + gc.collect() + with timer("Run LightGBM with kfold"): + print(df) + df.to_csv('./data/final_training_data.csv', index=False) + """ + ===================================================== + 在这里使用添加我们的模型训练代码 + ===================================================== + """ + # feat_importance = kfold_lightgbm(df, num_folds=10, stratified=False, debug=debug) + + +if __name__ == "__main__": + submission_file_name = "submission_kernel02.csv" + with timer("Full model run"): + main() diff --git a/lgbm.ipynb b/lgbm.ipynb new file mode 100644 index 0000000..2756518 --- /dev/null +++ b/lgbm.ipynb @@ -0,0 +1,516 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "c39add18", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import gc\n", + "import time\n", + "from contextlib import contextmanager\n", + "from lightgbm import LGBMClassifier\n", + "from sklearn.metrics import roc_auc_score, roc_curve, recall_score, accuracy_score\n", + "from sklearn.model_selection import KFold, StratifiedKFold\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "import warnings\n", + "import re\n", + "warnings.simplefilter(action='ignore', category=FutureWarning)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "43f53a1d", + "metadata": {}, + "outputs": [], + "source": [ + "# LightGBM GBDT with KFold or Stratified KFold\n", + "# Parameters from Tilii kernel: https://www.kaggle.com/tilii7/olivier-lightgbm-parameters-by-bayesian-opt/code\n", + "def kfold_lightgbm(train_df,test_df, num_folds, stratified = False, debug= False):\n", + " # Divide in training/validation and test data\n", + " print(\"Starting LightGBM. Train shape: {}, test shape: {}\".format(train_df.shape, test_df.shape))\n", + " gc.collect()\n", + " # Cross validation model\n", + " if stratified:\n", + " folds = StratifiedKFold(n_splits= num_folds, shuffle=True, random_state=1001)\n", + " else:\n", + " folds = KFold(n_splits= num_folds, shuffle=True, random_state=1001)\n", + " # Create arrays and dataframes to store results\n", + " oof_preds = np.zeros(train_df.shape[0])\n", + " oof_pred_labels= np.zeros(train_df.shape[0])\n", + " sub_preds = np.zeros(test_df.shape[0])\n", + " sub_pred_labels = np.zeros(test_df.shape[0])\n", + " feature_importance_df = pd.DataFrame()\n", + " feats = [f for f in train_df.columns if f not in ['TARGET','SK_ID_CURR','SK_ID_BUREAU','SK_ID_PREV','index']]\n", + " \n", + " for n_fold, (train_idx, valid_idx) in enumerate(folds.split(train_df[feats], train_df['TARGET'])):\n", + " train_x, train_y = train_df[feats].iloc[train_idx], train_df['TARGET'].iloc[train_idx]\n", + " valid_x, valid_y = train_df[feats].iloc[valid_idx], train_df['TARGET'].iloc[valid_idx]\n", + " test_x, test_y = test_df[feats], test_df['TARGET']\n", + "\n", + " # LightGBM parameters found by Bayesian optimization\n", + " clf = LGBMClassifier(\n", + " nthread=4,\n", + " n_estimators=10000,\n", + " learning_rate=0.02,\n", + " num_leaves=34,\n", + " colsample_bytree=0.9497036,\n", + " subsample=0.8715623,\n", + " max_depth=8,\n", + " reg_alpha=0.041545473,\n", + " reg_lambda=0.0735294,\n", + " min_split_gain=0.0222415,\n", + " min_child_weight=39.3259775,\n", + " silent=-1,\n", + " verbose=-1, )\n", + "\n", + " clf.fit(train_x, train_y, eval_set=[(train_x, train_y), (valid_x, valid_y)], \n", + " eval_metric= 'auc', verbose= 200, early_stopping_rounds= 200)\n", + "\n", + " oof_preds[valid_idx] = clf.predict_proba(valid_x, num_iteration=clf.best_iteration_)[:, 1]\n", + " oof_pred_labels[valid_idx] =np.round(oof_preds[valid_idx])\n", + " sub_preds += clf.predict_proba(test_df[feats], num_iteration=clf.best_iteration_)[:, 1] / folds.n_splits\n", + " sub_pred_labels=np.round(sub_preds)\n", + " \n", + " fold_importance_df = pd.DataFrame()\n", + " fold_importance_df[\"feature\"] = feats\n", + " fold_importance_df[\"importance\"] = clf.feature_importances_\n", + " fold_importance_df[\"fold\"] = n_fold + 1\n", + " feature_importance_df = pd.concat([feature_importance_df, fold_importance_df], axis=0)\n", + " print('Fold %2d AUC : %.6f' % (n_fold + 1, roc_auc_score(valid_y, oof_preds[valid_idx])))\n", + " print('Fold %2d RECALL : %.6f' % (n_fold + 1,recall_score(valid_y,oof_pred_labels[valid_idx])))\n", + " print('Fold %2d ACC : %.6f' % (n_fold + 1,accuracy_score(valid_y,oof_pred_labels[valid_idx])))\n", + " del clf, train_x, train_y, valid_x, valid_y\n", + " gc.collect()\n", + "\n", + " print('Full AUC score %.6f' % roc_auc_score(test_y, sub_pred_labels))\n", + " print('Full RECALL %.6f' % (recall_score(test_y,sub_pred_labels)))\n", + " # Write submission file and plot feature importance\n", + " if not debug:\n", + " test_df['TARGET'] = sub_preds\n", + " test_df[['SK_ID_CURR', 'TARGET']].to_csv(submission_file_name, index= False)\n", + " display_importances(feature_importance_df)\n", + " return feature_importance_df\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "199df1a5", + "metadata": {}, + "outputs": [], + "source": [ + "# Display/plot feature importance\n", + "def display_importances(feature_importance_df_):\n", + " cols = feature_importance_df_[[\"feature\", \"importance\"]].groupby(\"feature\").mean().sort_values(by=\"importance\", ascending=False)[:40].index\n", + " best_features = feature_importance_df_.loc[feature_importance_df_.feature.isin(cols)]\n", + " plt.figure(figsize=(8, 10))\n", + " sns.barplot(x=\"importance\", y=\"feature\", data=best_features.sort_values(by=\"importance\", ascending=False))\n", + " plt.title('LightGBM Features (avg over folds)')\n", + " plt.tight_layout()\n", + " plt.savefig('lgbm_importances01.png')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ca10ce7a", + "metadata": {}, + "outputs": [], + "source": [ + "@contextmanager\n", + "def timer(title):\n", + " t0 = time.time()\n", + " yield\n", + " print(\"{} - done in {:.0f}s\".format(title, time.time() - t0))" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f7a78e3e", + "metadata": {}, + "outputs": [], + "source": [ + "train_df=pd.read_csv('train_data.csv')\n", + "test_df=pd.read_csv('test_data.csv')\n", + "submission_file_name = \"lgbm_result.csv\"" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "6bcfada8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting LightGBM. Train shape: (10995, 171), test shape: (3666, 171)\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.953915\ttraining's binary_logloss: 0.122563\tvalid_1's auc: 0.949772\tvalid_1's binary_logloss: 0.116579\n", + "[400]\ttraining's auc: 0.969369\ttraining's binary_logloss: 0.0983486\tvalid_1's auc: 0.962492\tvalid_1's binary_logloss: 0.0962059\n", + "[600]\ttraining's auc: 0.975924\ttraining's binary_logloss: 0.0868439\tvalid_1's auc: 0.965302\tvalid_1's binary_logloss: 0.0879513\n", + "[800]\ttraining's auc: 0.980001\ttraining's binary_logloss: 0.0796036\tvalid_1's auc: 0.96697\tvalid_1's binary_logloss: 0.0823987\n", + "[1000]\ttraining's auc: 0.982649\ttraining's binary_logloss: 0.0743791\tvalid_1's auc: 0.969065\tvalid_1's binary_logloss: 0.0789082\n", + "[1200]\ttraining's auc: 0.984818\ttraining's binary_logloss: 0.0702135\tvalid_1's auc: 0.970244\tvalid_1's binary_logloss: 0.0765818\n", + "[1400]\ttraining's auc: 0.986662\ttraining's binary_logloss: 0.0666688\tvalid_1's auc: 0.970458\tvalid_1's binary_logloss: 0.0753154\n", + "Fold 1 AUC : 0.970821\n", + "Fold 1 RECALL : 0.794872\n", + "Fold 1 ACC : 0.984545\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.957208\ttraining's binary_logloss: 0.120324\tvalid_1's auc: 0.948423\tvalid_1's binary_logloss: 0.114767\n", + "[400]\ttraining's auc: 0.97083\ttraining's binary_logloss: 0.0967187\tvalid_1's auc: 0.955889\tvalid_1's binary_logloss: 0.0956322\n", + "[600]\ttraining's auc: 0.977443\ttraining's binary_logloss: 0.0858503\tvalid_1's auc: 0.960065\tvalid_1's binary_logloss: 0.0884541\n", + "[800]\ttraining's auc: 0.981508\ttraining's binary_logloss: 0.0790076\tvalid_1's auc: 0.961249\tvalid_1's binary_logloss: 0.0844869\n", + "[1000]\ttraining's auc: 0.984274\ttraining's binary_logloss: 0.0740725\tvalid_1's auc: 0.962172\tvalid_1's binary_logloss: 0.0815352\n", + "[1200]\ttraining's auc: 0.986389\ttraining's binary_logloss: 0.0699934\tvalid_1's auc: 0.96359\tvalid_1's binary_logloss: 0.0789058\n", + "[1400]\ttraining's auc: 0.988203\ttraining's binary_logloss: 0.0665096\tvalid_1's auc: 0.965099\tvalid_1's binary_logloss: 0.0766494\n", + "[1600]\ttraining's auc: 0.989442\ttraining's binary_logloss: 0.0638756\tvalid_1's auc: 0.96761\tvalid_1's binary_logloss: 0.0747648\n", + "[1800]\ttraining's auc: 0.990309\ttraining's binary_logloss: 0.0615184\tvalid_1's auc: 0.968052\tvalid_1's binary_logloss: 0.0735014\n", + "[2000]\ttraining's auc: 0.991309\ttraining's binary_logloss: 0.0593274\tvalid_1's auc: 0.968689\tvalid_1's binary_logloss: 0.0726862\n", + "[2200]\ttraining's auc: 0.992193\ttraining's binary_logloss: 0.0572369\tvalid_1's auc: 0.967532\tvalid_1's binary_logloss: 0.0720757\n", + "Fold 2 AUC : 0.968754\n", + "Fold 2 RECALL : 0.733333\n", + "Fold 2 ACC : 0.980000\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n", + "[200]\ttraining's auc: 0.957275\ttraining's binary_logloss: 0.120241\tvalid_1's auc: 0.916559\tvalid_1's binary_logloss: 0.132501\n", + "[400]\ttraining's auc: 0.97133\ttraining's binary_logloss: 0.0956478\tvalid_1's auc: 0.923706\tvalid_1's binary_logloss: 0.115835\n", + "[600]\ttraining's auc: 0.978036\ttraining's binary_logloss: 0.0847904\tvalid_1's auc: 0.923476\tvalid_1's binary_logloss: 0.109791\n", + "Fold 3 AUC : 0.924597\n", + "Fold 3 RECALL : 0.513889\n", + "Fold 3 ACC : 0.968182\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.955101\ttraining's binary_logloss: 0.121208\tvalid_1's auc: 0.929121\tvalid_1's binary_logloss: 0.127898\n", + "[400]\ttraining's auc: 0.970596\ttraining's binary_logloss: 0.0969656\tvalid_1's auc: 0.942164\tvalid_1's binary_logloss: 0.110015\n", + "[600]\ttraining's auc: 0.977415\ttraining's binary_logloss: 0.0859367\tvalid_1's auc: 0.949528\tvalid_1's binary_logloss: 0.102616\n", + "[800]\ttraining's auc: 0.981171\ttraining's binary_logloss: 0.0790712\tvalid_1's auc: 0.953372\tvalid_1's binary_logloss: 0.0980494\n", + "[1000]\ttraining's auc: 0.984264\ttraining's binary_logloss: 0.0735854\tvalid_1's auc: 0.955293\tvalid_1's binary_logloss: 0.095093\n", + "[1200]\ttraining's auc: 0.986544\ttraining's binary_logloss: 0.0693814\tvalid_1's auc: 0.958579\tvalid_1's binary_logloss: 0.0928246\n", + "[1400]\ttraining's auc: 0.988506\ttraining's binary_logloss: 0.0657123\tvalid_1's auc: 0.958207\tvalid_1's binary_logloss: 0.0917235\n", + "Fold 4 AUC : 0.958678\n", + "Fold 4 RECALL : 0.645570\n", + "Fold 4 ACC : 0.971818\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n", + "[200]\ttraining's auc: 0.956106\ttraining's binary_logloss: 0.121206\tvalid_1's auc: 0.922263\tvalid_1's binary_logloss: 0.130076\n", + "[400]\ttraining's auc: 0.969697\ttraining's binary_logloss: 0.0981395\tvalid_1's auc: 0.937856\tvalid_1's binary_logloss: 0.108645\n", + "[600]\ttraining's auc: 0.976084\ttraining's binary_logloss: 0.0872202\tvalid_1's auc: 0.942751\tvalid_1's binary_logloss: 0.10047\n", + "[800]\ttraining's auc: 0.980055\ttraining's binary_logloss: 0.0798346\tvalid_1's auc: 0.945045\tvalid_1's binary_logloss: 0.0952165\n", + "[1000]\ttraining's auc: 0.983048\ttraining's binary_logloss: 0.0747674\tvalid_1's auc: 0.946939\tvalid_1's binary_logloss: 0.0927834\n", + "[1200]\ttraining's auc: 0.985407\ttraining's binary_logloss: 0.0705342\tvalid_1's auc: 0.948407\tvalid_1's binary_logloss: 0.0905036\n", + "[1400]\ttraining's auc: 0.987519\ttraining's binary_logloss: 0.0668661\tvalid_1's auc: 0.949634\tvalid_1's binary_logloss: 0.0891468\n", + "[1600]\ttraining's auc: 0.989139\ttraining's binary_logloss: 0.0636285\tvalid_1's auc: 0.951288\tvalid_1's binary_logloss: 0.08716\n", + "[1800]\ttraining's auc: 0.990256\ttraining's binary_logloss: 0.0609634\tvalid_1's auc: 0.953008\tvalid_1's binary_logloss: 0.0852332\n", + "[2000]\ttraining's auc: 0.991006\ttraining's binary_logloss: 0.0586977\tvalid_1's auc: 0.952982\tvalid_1's binary_logloss: 0.0842533\n", + "Fold 5 AUC : 0.953315\n", + "Fold 5 RECALL : 0.698630\n", + "Fold 5 ACC : 0.977273\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.952729\ttraining's binary_logloss: 0.121937\tvalid_1's auc: 0.950514\tvalid_1's binary_logloss: 0.129169\n", + "[400]\ttraining's auc: 0.969168\ttraining's binary_logloss: 0.0971917\tvalid_1's auc: 0.962455\tvalid_1's binary_logloss: 0.107877\n", + "[600]\ttraining's auc: 0.97592\ttraining's binary_logloss: 0.0861036\tvalid_1's auc: 0.96454\tvalid_1's binary_logloss: 0.099663\n", + "[800]\ttraining's auc: 0.980758\ttraining's binary_logloss: 0.0784874\tvalid_1's auc: 0.966398\tvalid_1's binary_logloss: 0.095528\n", + "[1000]\ttraining's auc: 0.983816\ttraining's binary_logloss: 0.0731583\tvalid_1's auc: 0.967616\tvalid_1's binary_logloss: 0.0926288\n", + "[1200]\ttraining's auc: 0.985831\ttraining's binary_logloss: 0.0690405\tvalid_1's auc: 0.968194\tvalid_1's binary_logloss: 0.0905527\n", + "[1400]\ttraining's auc: 0.98742\ttraining's binary_logloss: 0.0657601\tvalid_1's auc: 0.967428\tvalid_1's binary_logloss: 0.0898894\n", + "Fold 6 AUC : 0.968332\n", + "Fold 6 RECALL : 0.628205\n", + "Fold 6 ACC : 0.971793\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.954975\ttraining's binary_logloss: 0.12062\tvalid_1's auc: 0.947657\tvalid_1's binary_logloss: 0.143791\n", + "[400]\ttraining's auc: 0.96978\ttraining's binary_logloss: 0.0965359\tvalid_1's auc: 0.957908\tvalid_1's binary_logloss: 0.122251\n", + "[600]\ttraining's auc: 0.976543\ttraining's binary_logloss: 0.0852845\tvalid_1's auc: 0.962872\tvalid_1's binary_logloss: 0.113655\n", + "[800]\ttraining's auc: 0.98046\ttraining's binary_logloss: 0.0783152\tvalid_1's auc: 0.965198\tvalid_1's binary_logloss: 0.108586\n", + "[1000]\ttraining's auc: 0.983466\ttraining's binary_logloss: 0.0730567\tvalid_1's auc: 0.967026\tvalid_1's binary_logloss: 0.104876\n", + "[1200]\ttraining's auc: 0.985347\ttraining's binary_logloss: 0.0690198\tvalid_1's auc: 0.968075\tvalid_1's binary_logloss: 0.10252\n", + "[1400]\ttraining's auc: 0.986885\ttraining's binary_logloss: 0.0657753\tvalid_1's auc: 0.968189\tvalid_1's binary_logloss: 0.10099\n", + "[1600]\ttraining's auc: 0.988133\ttraining's binary_logloss: 0.063136\tvalid_1's auc: 0.968283\tvalid_1's binary_logloss: 0.0997081\n", + "[1800]\ttraining's auc: 0.989073\ttraining's binary_logloss: 0.0608377\tvalid_1's auc: 0.967909\tvalid_1's binary_logloss: 0.098803\n", + "Fold 7 AUC : 0.968459\n", + "Fold 7 RECALL : 0.677083\n", + "Fold 7 ACC : 0.969063\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.955832\ttraining's binary_logloss: 0.12011\tvalid_1's auc: 0.934742\tvalid_1's binary_logloss: 0.134984\n", + "[400]\ttraining's auc: 0.971435\ttraining's binary_logloss: 0.095703\tvalid_1's auc: 0.936693\tvalid_1's binary_logloss: 0.118069\n", + "[600]\ttraining's auc: 0.978516\ttraining's binary_logloss: 0.0844065\tvalid_1's auc: 0.940923\tvalid_1's binary_logloss: 0.111173\n", + "[800]\ttraining's auc: 0.982875\ttraining's binary_logloss: 0.0770453\tvalid_1's auc: 0.941054\tvalid_1's binary_logloss: 0.108407\n", + "Fold 8 AUC : 0.941632\n", + "Fold 8 RECALL : 0.670330\n", + "Fold 8 ACC : 0.969063\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.954495\ttraining's binary_logloss: 0.12257\tvalid_1's auc: 0.951273\tvalid_1's binary_logloss: 0.109815\n", + "[400]\ttraining's auc: 0.969653\ttraining's binary_logloss: 0.0986484\tvalid_1's auc: 0.959828\tvalid_1's binary_logloss: 0.0894705\n", + "[600]\ttraining's auc: 0.976283\ttraining's binary_logloss: 0.0873748\tvalid_1's auc: 0.959941\tvalid_1's binary_logloss: 0.0813272\n", + "Fold 9 AUC : 0.960855\n", + "Fold 9 RECALL : 0.666667\n", + "Fold 9 ACC : 0.978162\n", + "[LightGBM] [Warning] num_threads is set with n_jobs=-1, nthread=4 will be ignored. Current value: num_threads=-1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:598: UserWarning: 'silent' argument is deprecated and will be removed in a future release of LightGBM. Pass 'verbose' parameter via keyword arguments instead.\n", + " _log_warning(\"'silent' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:726: UserWarning: 'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. Pass 'early_stopping()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'early_stopping_rounds' argument is deprecated and will be removed in a future release of LightGBM. \"\n", + "C:\\Users\\65873\\anaconda3\\lib\\site-packages\\lightgbm\\sklearn.py:736: UserWarning: 'verbose' argument is deprecated and will be removed in a future release of LightGBM. Pass 'log_evaluation()' callback via 'callbacks' argument instead.\n", + " _log_warning(\"'verbose' argument is deprecated and will be removed in a future release of LightGBM. \"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[200]\ttraining's auc: 0.955658\ttraining's binary_logloss: 0.118703\tvalid_1's auc: 0.891458\tvalid_1's binary_logloss: 0.171005\n", + "[400]\ttraining's auc: 0.97029\ttraining's binary_logloss: 0.0944711\tvalid_1's auc: 0.909993\tvalid_1's binary_logloss: 0.153051\n", + "[600]\ttraining's auc: 0.977251\ttraining's binary_logloss: 0.0838691\tvalid_1's auc: 0.917519\tvalid_1's binary_logloss: 0.145298\n", + "[800]\ttraining's auc: 0.981444\ttraining's binary_logloss: 0.076739\tvalid_1's auc: 0.921351\tvalid_1's binary_logloss: 0.140025\n", + "[1000]\ttraining's auc: 0.983963\ttraining's binary_logloss: 0.0715847\tvalid_1's auc: 0.925225\tvalid_1's binary_logloss: 0.136879\n", + "[1200]\ttraining's auc: 0.98622\ttraining's binary_logloss: 0.0675813\tvalid_1's auc: 0.926993\tvalid_1's binary_logloss: 0.134766\n", + "[1400]\ttraining's auc: 0.987564\ttraining's binary_logloss: 0.0646267\tvalid_1's auc: 0.928506\tvalid_1's binary_logloss: 0.133049\n", + "[1600]\ttraining's auc: 0.98879\ttraining's binary_logloss: 0.0620817\tvalid_1's auc: 0.930041\tvalid_1's binary_logloss: 0.131486\n", + "[1800]\ttraining's auc: 0.989785\ttraining's binary_logloss: 0.0598245\tvalid_1's auc: 0.930592\tvalid_1's binary_logloss: 0.130249\n", + "[2000]\ttraining's auc: 0.99063\ttraining's binary_logloss: 0.0578316\tvalid_1's auc: 0.931163\tvalid_1's binary_logloss: 0.128751\n", + "[2200]\ttraining's auc: 0.991304\ttraining's binary_logloss: 0.056102\tvalid_1's auc: 0.931491\tvalid_1's binary_logloss: 0.128354\n", + "[2400]\ttraining's auc: 0.991918\ttraining's binary_logloss: 0.054541\tvalid_1's auc: 0.932539\tvalid_1's binary_logloss: 0.127284\n", + "[2600]\ttraining's auc: 0.992541\ttraining's binary_logloss: 0.0530693\tvalid_1's auc: 0.93345\tvalid_1's binary_logloss: 0.126204\n", + "[2800]\ttraining's auc: 0.993064\ttraining's binary_logloss: 0.051738\tvalid_1's auc: 0.934201\tvalid_1's binary_logloss: 0.125598\n", + "[3000]\ttraining's auc: 0.993491\ttraining's binary_logloss: 0.0505949\tvalid_1's auc: 0.935006\tvalid_1's binary_logloss: 0.124739\n", + "[3200]\ttraining's auc: 0.993904\ttraining's binary_logloss: 0.0494994\tvalid_1's auc: 0.935376\tvalid_1's binary_logloss: 0.124108\n", + "[3400]\ttraining's auc: 0.994302\ttraining's binary_logloss: 0.0484559\tvalid_1's auc: 0.93562\tvalid_1's binary_logloss: 0.123778\n", + "[3600]\ttraining's auc: 0.994645\ttraining's binary_logloss: 0.0475396\tvalid_1's auc: 0.935969\tvalid_1's binary_logloss: 0.123046\n", + "[3800]\ttraining's auc: 0.994898\ttraining's binary_logloss: 0.0466999\tvalid_1's auc: 0.936456\tvalid_1's binary_logloss: 0.122609\n", + "[4000]\ttraining's auc: 0.99519\ttraining's binary_logloss: 0.0458965\tvalid_1's auc: 0.936244\tvalid_1's binary_logloss: 0.122199\n", + "Fold 10 AUC : 0.936509\n", + "Fold 10 RECALL : 0.648936\n", + "Fold 10 ACC : 0.966333\n", + "Full AUC score 0.830745\n", + "Full RECALL 0.662963\n", + "Run LightGBM with kfold - done in 19s\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "debug=False\n", + "with timer(\"Run LightGBM with kfold\"):\n", + " #try with num_folds= 2, increase to 10 later\n", + " #this line is inserted to prevent error 'Do not support special JSON characters in feature name'\n", + " train_df = train_df.rename(columns = lambda x:re.sub('[^A-Za-z0-9_]+', '', x))\n", + " test_df = test_df.rename(columns = lambda x:re.sub('[^A-Za-z0-9_]+', '', x))\n", + " feat_importance = kfold_lightgbm(train_df, test_df, num_folds= 10, stratified= False, debug= debug)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c2489269", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.8" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/num_desc.csv b/num_desc.csv new file mode 100644 index 0000000..e1dce6b --- /dev/null +++ b/num_desc.csv @@ -0,0 +1,27 @@ +,Column,Desc +0,AMT_CREDIT,Credit amount of the loan +1,DAYS_REGISTRATION,How many days before the application did client change his registration +2,REGION_RATING_CLIENT_W_CITY,"Our rating of the region where client lives with taking city into account (1,2,3)" +3,EXT_SOURCE_2,Normalized score from external data source +4,LIVE_CITY_NOT_WORK_CITY,"Flag if client's contact address does not match work address (1=different, 0=same, at city level)" +5,OBS_30_CNT_SOCIAL_CIRCLE,How many observation of client's social surroundings with observable 30 DPD (days past due) default +6,DEF_60_CNT_SOCIAL_CIRCLE,How many observation of client's social surroundings defaulted on 60 (days past due) DPD +7,HOUR_APPR_PROCESS_START,Approximately at what hour did the client apply for the loan +8,CNT_CHILDREN,Number of children the client has +9,REGION_RATING_CLIENT,"Our rating of the region where client lives (1,2,3)" +10,DAYS_LAST_PHONE_CHANGE,How many days before application did client change phone +11,REG_CITY_NOT_WORK_CITY,"Flag if client's permanent address does not match work address (1=different, 0=same, at city level)" +12,DEF_30_CNT_SOCIAL_CIRCLE,How many observation of client's social surroundings defaulted on 30 DPD (days past due) +13,SK_ID_CURR,ID of loan in our sample +14,REG_REGION_NOT_LIVE_REGION,"Flag if client's permanent address does not match contact address (1=different, 0=same, at region level)" +15,CODE_GENDER,Gender of the client +16,CNT_FAM_MEMBERS,How many family members does client have +17,REGION_POPULATION_RELATIVE,Normalized population of region where client lives (higher number means the client lives in more populated region) +18,REG_REGION_NOT_WORK_REGION,"Flag if client's permanent address does not match work address (1=different, 0=same, at region level)" +19,DAYS_ID_PUBLISH,How many days before the application did client change the identity document with which he applied for the loan +20,AMT_INCOME_TOTAL,Income of the client +21,AMT_GOODS_PRICE,For consumer loans it is the price of the goods for which the loan is given +22,REG_CITY_NOT_LIVE_CITY,"Flag if client's permanent address does not match contact address (1=different, 0=same, at city level)" +23,LIVE_REGION_NOT_WORK_REGION,"Flag if client's contact address does not match work address (1=different, 0=same, at region level)" +24,DAYS_BIRTH,Client's age in days at the time of application +25,OBS_60_CNT_SOCIAL_CIRCLE,How many observation of client's social surroundings with observable 60 DPD (days past due) default diff --git a/requirement.txt b/requirement.txt new file mode 100644 index 0000000..48a59f3 --- /dev/null +++ b/requirement.txt @@ -0,0 +1,53 @@ +appnope==0.1.2 +asttokens==2.0.5 +backcall==0.2.0 +category-encoders==2.4.0 +cycler==0.11.0 +debugpy==1.5.1 +decorator==5.1.1 +entrypoints==0.4 +executing==0.8.3 +fonttools==4.29.1 +ipykernel==6.9.1 +ipython==8.1.1 +jedi==0.18.1 +joblib==1.1.0 +jupyter-client==7.1.2 +jupyter-core==4.9.2 +kiwisolver==1.3.2 +lxml==4.8.0 +matplotlib==3.5.1 +matplotlib-inline==0.1.3 +MiniSom==2.3.0 +nest-asyncio==1.5.4 +networkx==2.7.1 +numpy==1.22.3 +packaging==21.3 +pandas==1.4.1 +parso==0.8.3 +patsy==0.5.2 +pexpect==4.8.0 +pickle-mixin==1.0.2 +pickleshare==0.7.5 +Pillow==9.0.1 +prompt-toolkit==3.0.28 +ptyprocess==0.7.0 +pure-eval==0.2.2 +Pygments==2.11.2 +PyMySQL==1.0.2 +pyparsing==3.0.7 +python-dateutil==2.8.2 +pytz==2021.3 +pyzmq==22.3.0 +scikit-learn==1.0.2 +scipy==1.8.0 +seaborn==0.11.2 +six==1.16.0 +sklearn==0.0 +stack-data==0.2.0 +statsmodels==0.13.2 +threadpoolctl==3.1.0 +tornado==6.1 +tqdm==4.63.0 +traitlets==5.1.1 +wcwidth==0.2.5 diff --git a/test_data.csv b/test_data.csv new file mode 100644 index 0000000..2d7d675 --- /dev/null +++ b/test_data.csv @@ -0,0 +1,2934 @@ +,AMT_CREDIT,DAYS_REGISTRATION,REGION_RATING_CLIENT_W_CITY,EXT_SOURCE_2,LIVE_CITY_NOT_WORK_CITY,OBS_30_CNT_SOCIAL_CIRCLE,DEF_60_CNT_SOCIAL_CIRCLE,HOUR_APPR_PROCESS_START,CNT_CHILDREN,REGION_RATING_CLIENT,DAYS_LAST_PHONE_CHANGE,REG_CITY_NOT_WORK_CITY,DEF_30_CNT_SOCIAL_CIRCLE,SK_ID_CURR,REG_REGION_NOT_LIVE_REGION,CODE_GENDER,CNT_FAM_MEMBERS,REGION_POPULATION_RELATIVE,REG_REGION_NOT_WORK_REGION,DAYS_ID_PUBLISH,AMT_INCOME_TOTAL,AMT_GOODS_PRICE,REG_CITY_NOT_LIVE_CITY,LIVE_REGION_NOT_WORK_REGION,DAYS_BIRTH,OBS_60_CNT_SOCIAL_CIRCLE,FLAG_DOCUMENT_3_0.0,FLAG_DOCUMENT_3_1.0,FLAG_DOCUMENT_15_0.0,FLAG_DOCUMENT_15_1.0,NAME_FAMILY_STATUS_Civil marriage,NAME_FAMILY_STATUS_Married,NAME_FAMILY_STATUS_Separated,NAME_FAMILY_STATUS_Single / not married,NAME_FAMILY_STATUS_Widow,NAME_TYPE_SUITE_Children,NAME_TYPE_SUITE_Family,NAME_TYPE_SUITE_Group of people,NAME_TYPE_SUITE_Other_A,NAME_TYPE_SUITE_Other_B,"NAME_TYPE_SUITE_Spouse, partner",NAME_TYPE_SUITE_Unaccompanied,FLAG_DOCUMENT_4_0.0,FLAG_CONT_MOBILE_0.0,FLAG_CONT_MOBILE_1.0,FLAG_DOCUMENT_13_0.0,FLAG_DOCUMENT_13_1.0,FLAG_PHONE_0.0,FLAG_PHONE_1.0,NAME_HOUSING_TYPE_Co-op apartment,NAME_HOUSING_TYPE_House / apartment,NAME_HOUSING_TYPE_Municipal apartment,NAME_HOUSING_TYPE_Office apartment,NAME_HOUSING_TYPE_Rented apartment,NAME_HOUSING_TYPE_With parents,FLAG_DOCUMENT_7_0.0,FLAG_DOCUMENT_18_0.0,FLAG_DOCUMENT_18_1.0,FLAG_DOCUMENT_11_0.0,FLAG_DOCUMENT_11_1.0,FLAG_DOCUMENT_21_0.0,FLAG_DOCUMENT_21_1.0,FLAG_MOBIL_1.0,FLAG_WORK_PHONE_0.0,FLAG_WORK_PHONE_1.0,FLAG_DOCUMENT_20_0.0,FLAG_DOCUMENT_20_1.0,NAME_INCOME_TYPE_Commercial associate,NAME_INCOME_TYPE_Pensioner,NAME_INCOME_TYPE_State servant,NAME_INCOME_TYPE_Working,FLAG_OWN_REALTY_0,FLAG_OWN_REALTY_1,NAME_CONTRACT_TYPE_Cash loans,NAME_CONTRACT_TYPE_Revolving 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