diff --git a/CHANGELOG.md b/CHANGELOG.md index 7d7bfb9..b5f7f70 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -32,8 +32,9 @@ First public release. - `cuperiod` command-line interface: `run`, `batch`, `methods`, `gpu-info`, `grid-info`. - Per-method settings models with `CUPERIOD__` environment overrides, and GPU worker auto-sizing. -- Full Sphinx documentation (hosted on Read the Docs) and a reproducible validation + - benchmark suite under `benchmarks/`. +- Full Sphinx documentation (hosted on Read the Docs), a worked-example Jupyter notebook + (`examples/cuperiod_tour.ipynb`), and a reproducible validation + benchmark suite under + `benchmarks/`. ### Robustness @@ -50,6 +51,8 @@ First public release. - The batch process pool uses the `spawn` start method on every platform, so a CPU/GPU pool no longer deadlocks on Linux (the default `fork` copies parent native thread pools / CUDA contexts into the workers). +- Method-name lookup ignores case and non-alphanumeric separators, so `"String-Length"`, + `"StringLength"` and `"STRINGLENGTH"` all resolve (as documented). ### Validated diff --git a/README.md b/README.md index 2e0f23e..7940cf5 100644 --- a/README.md +++ b/README.md @@ -74,6 +74,10 @@ frequency, power = pg.frequency, pg.power Method names are case-insensitive (`"gls"` == `"GLS"`). +> πŸ““ **New here?** The [`examples/cuperiod_tour.ipynb`](examples/cuperiod_tour.ipynb) +> notebook works through real light curves β€” a Cepheid, an RR Lyrae, an eclipsing binary, +> a Mira, and a *Kepler* exoplanet β€” showing each periodogram and phase-folded result. + ### Multi-band (one star, several filters) GLS, BLS, and (soon) MHAOV jointly model two or more bands of the same star: diff --git a/docs/quickstart.md b/docs/quickstart.md index 3b2fa62..7e36fc4 100644 --- a/docs/quickstart.md +++ b/docs/quickstart.md @@ -150,6 +150,9 @@ See {doc}`guide/cli`. **Next steps** +- πŸ““ The [example notebook](https://github.com/tjayasinghe/cuPeriod/blob/main/examples/cuperiod_tour.ipynb) + β€” a guided tour over real light curves (Cepheid, RR Lyrae, eclipsing binary, Mira, and a + *Kepler* exoplanet) with every periodogram and phase-fold. - {doc}`guide/methods` β€” pick the right method for your signal. - {doc}`guide/results` β€” everything `best_periods` and `Periodogram` can do. - {doc}`guide/batch` β€” scale to thousands or millions of light curves. diff --git a/examples/README.md b/examples/README.md new file mode 100644 index 0000000..4c11f47 --- /dev/null +++ b/examples/README.md @@ -0,0 +1,34 @@ +# Examples + +## [`cuperiod_tour.ipynb`](cuperiod_tour.ipynb) β€” a guided tour + +A hands-on walkthrough of cuPeriod on **real light curves**. For each kind of object it +loads the data, runs the appropriate periodogram, reads the peak, and phase-folds to +reveal the signal β€” three pictures per star (raw β†’ periodogram β†’ phased). + +| Object | Method | What it teaches | +| --- | --- | --- | +| Classical Cepheid | **GLS** | the basics: raw β†’ periodogram β†’ phased | +| RR Lyrae | **MHAOV** | sharp, multiharmonic pulsations | +| Eclipsing binary | **BLS** (+ the GLS *P*/2 trap) | choosing the right method | +| Long-period variable (Mira) | **PDM** | non-sinusoidal folds, long baselines | +| Exoplanet (Kepler KIC 7532973) | **TLS** | a transit matched filter | +| β€” | several at once | comparing methods, reading the N-best peaks | + +### Run it + +```bash +pip install cuperiod matplotlib pandas pyarrow # add "cuperiod[gpu]" to use a GPU +jupyter lab cuperiod_tour.ipynb +``` + +The notebook is **fully self-contained and offline** β€” the `data/` folder holds the +bundled light curves, so no download is needed. With an NVIDIA GPU the same code runs on +the GPU automatically (`backend="auto"`). + +### Data provenance + +- `data/asassn_examples.parquet` β€” 6 public [ASAS-SN](https://asas-sn.osu.edu/) *g*-band + light curves (one per variability class), each with its VSX literature period. +- `data/kepler_KIC7532973.csv` β€” *Kepler* PDCSAP flux for a confirmed hot-Jupiter host, + fetched once with [lightkurve](https://docs.lightkurve.org/). diff --git a/examples/cuperiod_tour.ipynb b/examples/cuperiod_tour.ipynb new file mode 100644 index 0000000..54840f0 --- /dev/null +++ b/examples/cuperiod_tour.ipynb @@ -0,0 +1,576 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "5dea1809", + "metadata": {}, + "source": [ + "# A guided tour of cuPeriod\n", + "\n", + "**[cuPeriod](https://github.com/tjayasinghe/cuPeriod)** finds the periods of variable\n", + "stars and transiting planets. This notebook walks through the main ideas on **real\n", + "light curves** and shows, for each kind of object, how to pick a method, read the\n", + "**periodogram**, and check the answer by **phase-folding**.\n", + "\n", + "### The three pictures we'll draw for every star\n", + "1. **Raw light curve** β€” brightness vs. time. Periodic, but the period is hidden by the\n", + " irregular sampling.\n", + "2. **Periodogram** β€” cuPeriod evaluates a statistic on a grid of trial periods; a tall\n", + " (or, for some methods, deep) peak marks the best period.\n", + "3. **Phased light curve** β€” fold the times on the best period (`phase = (t / P) mod 1`).\n", + " At the *right* period the scattered points collapse into the star's repeating shape.\n", + "\n", + "### The data\n", + "- **Variable stars** β€” 6 real [ASAS-SN](https://asas-sn.osu.edu/) *g*-band light curves\n", + " bundled in `data/asassn_examples.parquet`, each with its literature (VSX) period.\n", + "- **Exoplanet** β€” a confirmed *Kepler* planet host (KIC 7532973) in\n", + " `data/kepler_KIC7532973.csv`, fetched once with\n", + " [lightkurve](https://docs.lightkurve.org/).\n", + "\n", + "> **Run it:** `pip install cuperiod matplotlib pandas pyarrow` and run the notebook from\n", + "> the `examples/` folder. With an NVIDIA GPU, add `pip install \"cuperiod[gpu]\"` and the\n", + "> same code runs on the GPU automatically." + ] + }, + { + "cell_type": "markdown", + "id": "890a32a3", + "metadata": {}, + "source": [ + "## Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "6cd47ea5", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:44.712662Z", + "iopub.status.busy": "2026-06-30T16:27:44.712662Z", + "iopub.status.idle": "2026-06-30T16:27:45.488798Z", + "shell.execute_reply": "2026-06-30T16:27:45.488798Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cuPeriod 1.0.0\n", + "methods: ['BLS', 'CE', 'GLS', 'MHAOV', 'PDM', 'STRINGLENGTH', 'TLS']\n" + ] + } + ], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\") # keep the tutorial output clean\n", + "\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import cuperiod as cup\n", + "\n", + "print(\"cuPeriod\", cup.__version__)\n", + "print(\"methods:\", [m.name for m in cup.list_methods()])\n", + "\n", + "# Resolve the bundled data whether the notebook runs from examples/ or the repo root.\n", + "DATA = Path(\"data\") if Path(\"data/asassn_examples.parquet\").exists() else Path(\"examples/data\")\n", + "\n", + "# The bundled example light curves (ASAS-SN g-band, with VSX literature periods).\n", + "STARS = pd.read_parquet(DATA / \"asassn_examples.parquet\").set_index(\"asas_sn_id\")\n", + "\n", + "def star(asas_sn_id):\n", + " \"Return (time, mag, mag_err, vsx_type, vsx_period) for a bundled star.\"\n", + " r = STARS.loc[asas_sn_id]\n", + " return (np.asarray(r.jd, float), np.asarray(r.mag, float),\n", + " np.asarray(r.mag_err, float), r.vsx_type, float(r.vsx_period))" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "516be844", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:45.490301Z", + "iopub.status.busy": "2026-06-30T16:27:45.489801Z", + "iopub.status.idle": "2026-06-30T16:27:45.493309Z", + "shell.execute_reply": "2026-06-30T16:27:45.493309Z" + } + }, + "outputs": [], + "source": [ + "def show(t, y, pg, *, title, flux=False, t0=None, window=None, period=None):\n", + " \"Draw the raw light curve, the periodogram, and the phased light curve.\"\n", + " P = pg.best_period() if period is None else period\n", + " fig, (a1, a2, a3) = plt.subplots(1, 3, figsize=(13.5, 3.4))\n", + "\n", + " a1.scatter(t - t.min(), y, s=5, alpha=.5, color=\"#1f77b4\", lw=0)\n", + " if not flux: a1.invert_yaxis() # magnitudes: brighter is up\n", + " a1.set(xlabel=\"time (days)\", ylabel=\"flux\" if flux else \"magnitude\",\n", + " title=f\"{title}\\nraw light curve (n = {t.size})\")\n", + "\n", + " a2.plot(pg.period, pg.power, lw=.8, color=\"#4c72b0\")\n", + " a2.axvline(P, color=\"C1\", ls=\"--\", lw=1.2, label=f\"best P = {P:.6g} d\")\n", + " a2.set(xscale=\"log\", xlabel=\"trial period (days)\",\n", + " ylabel=f\"{pg.method} {'SDE' if pg.method=='TLS' else 'power'}\",\n", + " title=f\"periodogram (backend: {pg.backend})\")\n", + " a2.legend(loc=\"best\", fontsize=8)\n", + "\n", + " ph = ((t - (t.min() if t0 is None else t0)) / P) % 1.0\n", + " if window: # center a transit/eclipse on phase 0\n", + " ph = np.where(ph > 0.5, ph - 1.0, ph)\n", + " a3.scatter(ph, y, s=5, alpha=.4, color=\"#55a868\", lw=0)\n", + " if not flux: a3.invert_yaxis()\n", + " a3.set(xlabel=\"phase\", ylabel=\"flux\" if flux else \"magnitude\",\n", + " title=f\"folded on {P:.6g} d\")\n", + " if window: a3.set_xlim(-window, window)\n", + " fig.tight_layout(); plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "7acaa96d", + "metadata": {}, + "source": [ + "## 1. A pulsating star β€” generalized Lomb–Scargle (GLS)\n", + "\n", + "**GLS** is the workhorse: it fits a floating-mean sinusoid at each trial frequency and\n", + "reports how much variance it explains. It's the right first thing to try for any smooth,\n", + "roughly periodic variable.\n", + "\n", + "Here's a **classical Cepheid** β€” a pulsating supergiant (the cosmic distance ladder's\n", + "standard candle). Note how the raw curve looks like noise, the periodogram has one sharp\n", + "spike, and folding on that period reveals the Cepheid's characteristic saw-toothed\n", + "pulsation." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c9f6fe89", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:45.494812Z", + "iopub.status.busy": "2026-06-30T16:27:45.494812Z", + "iopub.status.idle": "2026-06-30T16:27:46.736322Z", + "shell.execute_reply": "2026-06-30T16:27:46.736322Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GLS best period = 17.10975 d (VSX: 17.09780 d, type DCEP)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t, m, e, vtype, P_vsx = star(661425373355)\n", + "pg = cup.periodogram((t, m, e), \"GLS\")\n", + "print(f\"GLS best period = {pg.best_period():.5f} d (VSX: {P_vsx:.5f} d, type {vtype})\")\n", + "show(t, m, pg, title=f\"Classical Cepheid ({vtype})\")" + ] + }, + { + "cell_type": "markdown", + "id": "5dfe79ce", + "metadata": {}, + "source": [ + "## 2. Sharp, non-sinusoidal pulsations β€” MHAOV\n", + "\n", + "An **RR Lyrae** (RRab) star has a steep rise and a slow decline β€” far from a single\n", + "sinusoid. **MHAOV** (multiharmonic Analysis of Variance) fits a trigonometric polynomial of\n", + "several harmonics, so it captures that sharp shape.\n", + "\n", + "RR Lyrae pulsate in roughly **0.3–1 day**, so we restrict the search to that range. That's\n", + "good practice in general, and here it also sidesteps the **1-day alias** and the\n", + "integer-period **subharmonics** that plague ground-based data β€” without the bound, the\n", + "strongest peak for this star is at *twice* the true period." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f98aaa44", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:46.737826Z", + "iopub.status.busy": "2026-06-30T16:27:46.737326Z", + "iopub.status.idle": "2026-06-30T16:27:47.163286Z", + "shell.execute_reply": "2026-06-30T16:27:47.162782Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MHAOV best period = 0.70675 d (VSX: 0.70676 d, type RRAB)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t, m, e, vtype, P_vsx = star(8590948612) # GM And, a clean RRab\n", + "pg = cup.periodogram((t, m, e), \"MHAOV\",\n", + " settings=cup.MHAOVSettings(n_harmonics=4,\n", + " minimum_frequency=1.0, # period < 1 day\n", + " maximum_frequency=1.0 / 0.3)) # period > 0.3 day\n", + "print(f\"MHAOV best period = {pg.best_period():.5f} d (VSX: {P_vsx:.5f} d, type {vtype})\")\n", + "show(t, m, pg, title=f\"RR Lyrae β€” {vtype} (GM And)\")" + ] + }, + { + "cell_type": "markdown", + "id": "0d52a0e7", + "metadata": {}, + "source": [ + "## 3. An eclipsing binary β€” BLS, and choosing the right method\n", + "\n", + "Eclipses are *dips*, not sinusoids, so the box-search **BLS** (designed for flat-bottomed\n", + "transits/eclipses) is a natural fit β€” it even reports the depth and duration. BLS works in\n", + "**flux**; cuPeriod converts the input magnitudes automatically.\n", + "\n", + "This is also a perfect cautionary tale: a detached binary shows **two** eclipses per orbit\n", + "(primary + secondary), so a Fourier method like **GLS latches onto half the true period**.\n", + "The fold/box methods get the orbit right." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d9973ec6", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:47.164786Z", + "iopub.status.busy": "2026-06-30T16:27:47.164286Z", + "iopub.status.idle": "2026-06-30T16:27:47.931474Z", + "shell.execute_reply": "2026-06-30T16:27:47.930967Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "BLS best period = 2.59953 d (VSX: 2.59959 d, type EA/D)\n", + " transit depth = 0.0000, duration = 0.192 d\n", + "GLS best period = 1.29973 d <- half the orbit!\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t, m, e, vtype, P_vsx = star(963587)\n", + "pg = cup.periodogram((t, m, e), \"BLS\")\n", + "peak = pg.best_periods(1, alias_diverse=True)[0] # alias-aware peak for box searches\n", + "print(f\"BLS best period = {peak.period:.5f} d (VSX: {P_vsx:.5f} d, type {vtype})\")\n", + "print(f\" transit depth = {peak.extra['depth']:.4f}, duration = {peak.extra['duration']:.3f} d\")\n", + "print(f\"GLS best period = {cup.periodogram((t, m, e), 'GLS').best_period():.5f} d <- half the orbit!\")\n", + "show(t, m, pg, title=f\"Eclipsing binary ({vtype})\", period=peak.period)" + ] + }, + { + "cell_type": "markdown", + "id": "31ea1836", + "metadata": {}, + "source": [ + "## 4. A long-period variable β€” PDM\n", + "\n", + "A **Mira** pulsates over hundreds of days with a large, slightly irregular amplitude.\n", + "**PDM** (phase dispersion minimization) makes no assumption about the waveform β€” it bins\n", + "the folded curve and *minimizes* the scatter, so its periodogram is best **where it dips**.\n", + "Long periods need a long baseline: this star spans ~8 cycles." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "acef3f21", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:47.932472Z", + "iopub.status.busy": "2026-06-30T16:27:47.932472Z", + "iopub.status.idle": "2026-06-30T16:27:48.129867Z", + "shell.execute_reply": "2026-06-30T16:27:48.129867Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PDM best period = 296.50 d (VSX: 294.00 d, type M|SR)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t, m, e, vtype, P_vsx = star(17181148958)\n", + "pg = cup.periodogram((t, m, e), \"PDM\")\n", + "print(f\"PDM best period = {pg.best_period():.2f} d (VSX: {P_vsx:.2f} d, type {vtype})\")\n", + "show(t, m, pg, title=f\"Long-period variable ({vtype})\")" + ] + }, + { + "cell_type": "markdown", + "id": "74e3ea48", + "metadata": {}, + "source": [ + "## 5. An exoplanet transit β€” TLS\n", + "\n", + "For a *planet* transit, **TLS** (Transit Least Squares) matches a physically realistic,\n", + "limb-darkened transit template β€” more sensitive than a plain box. Here is the confirmed\n", + "hot Jupiter around **KIC 7532973** (Kepler), a clean ~1% transit every 2.14 days. Watch the\n", + "periodogram spike and the folded transit emerge." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "41e70161", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:48.131371Z", + "iopub.status.busy": "2026-06-30T16:27:48.131371Z", + "iopub.status.idle": "2026-06-30T16:27:48.316964Z", + "shell.execute_reply": "2026-06-30T16:27:48.316964Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "TLS best period = 2.144604 d (known KOI period: 2.144632 d)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "kep = pd.read_csv(DATA / \"kepler_KIC7532973.csv\")\n", + "t, f, fe = kep.time.values, kep.flux.values, kep.flux_err.values\n", + "\n", + "pg = cup.periodogram((t, f, fe), \"TLS\", domain=\"flux\",\n", + " settings=cup.TLSSettings(min_period_days=0.5, max_period_days=6.0))\n", + "print(f\"TLS best period = {pg.best_period():.6f} d (known KOI period: 2.144632 d)\")\n", + "# fold on the known mid-transit time so the transit sits at phase 0\n", + "show(t, f, pg, title=\"Exoplanet host KIC 7532973 (Kepler)\",\n", + " flux=True, t0=133.984128, window=0.06)" + ] + }, + { + "cell_type": "markdown", + "id": "d73521d7", + "metadata": {}, + "source": [ + "## 6. Comparing methods and reading the results\n", + "\n", + "Run several methods at once and you get a `MultiResult` keyed by method name. Overlaying\n", + "the (normalized) periodograms makes the eclipsing-binary lesson from Β§3 vivid: **GLS peaks\n", + "at P/2 while every fold/box method peaks at the true P**." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "e69f619c", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:48.318467Z", + "iopub.status.busy": "2026-06-30T16:27:48.317968Z", + "iopub.status.idle": "2026-06-30T16:27:49.201613Z", + "shell.execute_reply": "2026-06-30T16:27:49.201110Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "best period by method (true orbital period = 2.5996 d):\n", + " GLS 1.2997 d <- half the orbit (two eclipses per cycle)\n", + " BLS 2.5995 d\n", + " PDM 2.5997 d\n", + " CE 2.5997 d\n", + " STRINGLENGTH 2.5997 d\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t, m, e, vtype, P_vsx = star(963587) # the eclipsing binary again\n", + "res = cup.periodogram((t, m, e), [\"GLS\", \"BLS\", \"PDM\", \"CE\", \"String-Length\"])\n", + "\n", + "print(f\"best period by method (true orbital period = {P_vsx:.4f} d):\")\n", + "for name, pg in res.items():\n", + " flag = \" <- half the orbit (two eclipses per cycle)\" if name == \"GLS\" else \"\"\n", + " print(f\" {name:14s} {pg.best_period():8.4f} d{flag}\")\n", + "\n", + "def norm(pg): # normalize to [0, 1]; flip minimized statistics so peaks point up\n", + " pw = pg.power.astype(float)\n", + " pw = (pw - pw.min()) / (pw.max() - pw.min() + 1e-12)\n", + " return 1.0 - pw if pg.objective_sense == \"min\" else pw\n", + "\n", + "fig, ax = plt.subplots(figsize=(9, 3.8))\n", + "ax.plot(res[\"GLS\"].period, norm(res[\"GLS\"]), lw=1.0, color=\"#1f77b4\", label=\"GLS (Fourier)\")\n", + "ax.plot(res[\"PDM\"].period, norm(res[\"PDM\"]), lw=1.0, color=\"#55a868\", label=\"PDM (fold)\")\n", + "ax.axvline(P_vsx, color=\"k\", lw=1.2, alpha=.7, label=f\"true P = {P_vsx:.3f} d\")\n", + "ax.axvline(P_vsx / 2, color=\"0.5\", ls=\"--\", lw=1.2, label=f\"P/2 = {P_vsx/2:.3f} d\")\n", + "ax.set(xlim=(0.8, 5.0), xlabel=\"period (days)\", ylabel=\"normalized power\",\n", + " title=\"GLS peaks at P/2; the fold method PDM finds the true orbit\")\n", + "ax.legend(fontsize=8); plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "0f089356", + "metadata": {}, + "source": [ + "Each `Periodogram` exposes the ranked **N best periods** and, per method, extra quantities\n", + "at each peak (a false-alarm probability for GLS; depth/duration for BLS). Use\n", + "`alias_diverse=True` to skip harmonics and aliases of a peak already chosen." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "c33c5672", + "metadata": { + "execution": { + "iopub.execute_input": "2026-06-30T16:27:49.202613Z", + "iopub.status.busy": "2026-06-30T16:27:49.202613Z", + "iopub.status.idle": "2026-06-30T16:27:49.216655Z", + "shell.execute_reply": "2026-06-30T16:27:49.216151Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Top 5 GLS peaks (alias-diverse):\n", + " rank 1: P = 1.2997 d power = 0.084 FAP = 2.13e-48\n", + " rank 2: P = 4.3354 d power = 0.030 FAP = 2.25e-14\n", + " rank 3: P = 0.5652 d power = 0.029 FAP = 9.33e-14\n", + " rank 4: P = 0.4993 d power = 0.024 FAP = 1.66e-10\n", + " rank 5: P = 2017.4030 d power = 0.019 FAP = 7.58e-08\n", + "\n", + "grid: 34621 trial periods from 0.350 to 2421 d\n", + "objective: max baseline: 2421 d backend: cufinufft\n" + ] + } + ], + "source": [ + "pg = cup.periodogram((t, m, e), \"GLS\")\n", + "print(\"Top 5 GLS peaks (alias-diverse):\")\n", + "for pk in pg.best_periods(5, alias_diverse=True):\n", + " print(f\" rank {pk.rank}: P = {pk.period:8.4f} d power = {pk.power:.3f}\"\n", + " f\" FAP = {pk.extra.get('fap'):.2e}\")\n", + "\n", + "# Raw spectrum and metadata are right there for your own analysis:\n", + "print(f\"\\ngrid: {pg.size} trial periods from {pg.period.min():.3f} to {pg.period.max():.0f} d\")\n", + "print(f\"objective: {pg.objective_sense} baseline: {pg.baseline:.0f} d \"\n", + " f\"backend: {pg.backend}\")" + ] + }, + { + "cell_type": "markdown", + "id": "e40ca843", + "metadata": {}, + "source": [ + "## Where to go next\n", + "\n", + "- **Backends** β€” everything above used `backend=\"auto\"`, which runs on your **GPU** when\n", + " one is available and the CPU otherwise. Force a path with `backend=\"cpu\"` / `\"gpu\"`.\n", + "- **Scale up** β€” `cup.batch_periodograms(\"lightcurves/*.parquet\", \"GLS\", sink=\"out/\")`\n", + " runs over thousands-to-millions of light curves on a CPU pool or the GPU.\n", + "- **Your own data** β€” column names are auto-detected for the major surveys (ASAS-SN,\n", + " ATLAS, ZTF, TESS, Kepler, Gaia, …); see the\n", + " [light-curves guide](https://cuperiod.readthedocs.io/en/latest/guide/light-curves.html).\n", + "- **Full docs:** " + ] + } + ], + "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": "3.12.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/data/asassn_examples.parquet 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2519910..70e227f 100644 --- a/src/cuperiod/core/result.py +++ b/src/cuperiod/core/result.py @@ -267,7 +267,8 @@ class MultiResult: results: Mapping[str, Periodogram] def __getitem__(self, method: str) -> Periodogram: - return self.results[method.upper()] + key = "".join(ch for ch in method if ch.isalnum()).upper() + return self.results[key] def __iter__(self) -> Any: return iter(self.results) diff --git a/src/cuperiod/methods/base.py b/src/cuperiod/methods/base.py index 2aa4472..7eb291a 100644 --- a/src/cuperiod/methods/base.py +++ b/src/cuperiod/methods/base.py @@ -172,14 +172,26 @@ class MethodInfo: all_backends: tuple[str, ...] +def _normalize_name(name: str) -> str: + """Canonical registry key: uppercase with non-alphanumerics removed. + + Lets ``"String-Length"``, ``"StringLength"`` and ``"STRINGLENGTH"`` (and ``"gls"`` / + ``"GLS"``) all resolve to the same method. + """ + return "".join(ch for ch in name if ch.isalnum()).upper() + + def register(method: PeriodogramMethod) -> PeriodogramMethod: - """Register ``method`` under its uppercase name. Returns it (for decoration).""" - _REGISTRY[method.name.upper()] = method + """Register ``method`` under its normalized name. Returns it (for decoration).""" + _REGISTRY[_normalize_name(method.name)] = method return method def get_method(name: str) -> PeriodogramMethod: - """Look up a registered method by (case-insensitive) name. + """Look up a registered method by name. + + Matching ignores case and any non-alphanumeric characters, so ``"String-Length"``, + ``"StringLength"`` and ``"STRINGLENGTH"`` all resolve to the same method. Raises ------ @@ -187,7 +199,7 @@ def get_method(name: str) -> PeriodogramMethod: If no method is registered under ``name``. """ try: - return _REGISTRY[name.upper()] + return _REGISTRY[_normalize_name(name)] except KeyError: raise UnknownMethodError( f"unknown method {name!r}; registered: {sorted(_REGISTRY)}" diff --git a/tests/test_registry.py b/tests/test_registry.py index 74c45c0..1124270 100644 --- a/tests/test_registry.py +++ b/tests/test_registry.py @@ -12,6 +12,27 @@ def test_lookup_is_case_insensitive() -> None: assert get_method("gls") is get_method("GLS") +def test_lookup_ignores_separators() -> None: + # The documented "String-Length" spelling (and underscores) must resolve. + sl = get_method("STRINGLENGTH") + assert get_method("String-Length") is sl + assert get_method("StringLength") is sl + assert get_method("string_length") is sl + + +def test_multiresult_getitem_normalizes() -> None: + import numpy as np + + import cuperiod as cup + + rng = np.random.default_rng(0) + t = np.sort(rng.uniform(0, 80, 300)) + y = 12 + 0.3 * np.sin(2 * np.pi * t / 2.0) + 0.02 * rng.standard_normal(300) + res = cup.periodogram((t, y, np.full(300, 0.02)), ["GLS", "String-Length"]) + assert res["String-Length"].method == "STRINGLENGTH" + assert res["stringlength"] is res["String-Length"] + + def test_unknown_method_raises() -> None: with pytest.raises(UnknownMethodError): get_method("not-a-method")