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from __future__ import division
# imports
import numpy as np
import scipy as sp
import pandas as pd
from matplotlib import gridspec
import matplotlib.pyplot as plt
# local functions to import
from LocalImports import PlotOptions as plo
from LocalImports import Bioluminescence as blu
from LocalImports import DecayingSinusoid as dsin
from LocalImports import CellularRecording as cr
#inputs nms pre
PULL_FROM_IMAGEJ = True
INPUT_DIR = 'Demo/Cellular/scn15_NMSWT_012218/' # edit this
INPUT_EXT = '.csv'
# do we want plots?
PLOTCOUNT = 2
# for each dataset, this is the root filename
INPUT_FILES = ['012218NMS_Green_Pre_Spots in tracks statistics',
'012218NMS_Red_Pre_Spots in tracks statistics',
'012218NMS_Green_TTX_Spots in tracks statistics',
'012218NMS_Red_TTX_Spots in tracks statistics',
'012218NMS_Green_Wash_Spots in tracks statistics',
'012218NMS_Red_Wash_Spots in tracks statistics'] # edit this
#
#
# Code below this line should not be edited.
#
# list all the datasets
all_inputs=[]
for input_fi in INPUT_FILES:
all_inputs.append(cr.generate_filenames_dict(INPUT_DIR, input_fi,
PULL_FROM_IMAGEJ, input_ij_extension=INPUT_EXT))
# process the data for every set of inputs
for files_dict in all_inputs:
# assign all filenames to correct local variables
data_type = files_dict['data_type']
input_data = files_dict['input_data']
input_dir = files_dict['input_dir']
input_ij_extension = files_dict['input_ij_extension']
input_ij_file = files_dict['input_ij_file']
output_cosine = files_dict['output_cosine']
output_cosine_params = files_dict['output_cosine_params']
output_detrend = files_dict['output_detrend']
output_zscore = files_dict['output_zscore']
output_detrend_smooth = files_dict['output_detrend_smooth']
output_detrend_smooth_xy = files_dict['output_detrend_smooth_xy']
output_pgram = files_dict['output_pgram']
output_phases = files_dict['output_phases']
pull_from_imagej = files_dict['pull_from_imagej']
raw_signal = files_dict['raw_signal']
raw_xy = files_dict['raw_xy']
# does the actual processing of the data
# I. IMPORT DATA
# only perform this step if pull_from_imagej is set to True
if pull_from_imagej:
cr.load_imagej_file(input_data, raw_signal, raw_xy)
raw_times, raw_data, locations, header = cr.import_data(raw_signal, raw_xy)
# II. INTERPOLATE MISSING PARTS
# truncate 0 h and interpolate
interp_times, interp_data, locations = cr.truncate_and_interpolate(
raw_times, raw_data, locations, truncate_t=0)
# III. DETREND USING HP Filter
#(Export data for presentation of raw tracks with heatmap in Prism.)
detrended_times, detrended_data, trendlines = cr.hp_detrend(
interp_times, interp_data)
# IV. SMOOTHING USING EIGENDECOMPOSITION
# eigendecomposition
denoised_times, denoised_data, eigenvalues = cr.eigensmooth(detrended_times,
detrended_data, ev_threshold=0.05, dim=40)
# TRUNCATE 12 INITIAL HOURS
final_times, final_data, locations = cr.truncate_and_interpolate(denoised_times,
denoised_data, locations, truncate_t=12)
# V. LS PERIODOGRAM TEST FOR RHYTHMICITY
lspers, pgram_data, circadian_peaks, lspeak_periods, rhythmic_or_not = cr.LS_pgram(detrended_times, detrended_data)
# VI. GET A SINUSOIDAL FIT TO EACH CELL
# use final_times, final_data
# use forcing to ensure period within 1h of LS peak period
sine_times, sine_data, phase_data, refphases, periods, amplitudes, decays, r2s, meaningful_phases =\
cr.sinusoidal_fitting(final_times, final_data, rhythmic_or_not,
fit_times=raw_times, forced_periods=lspeak_periods)
# get metrics
circadian_metrics = np.vstack([rhythmic_or_not, circadian_peaks, refphases, periods, amplitudes,
decays, r2s])
# VII. SAVING ALL COMPONENTS
timer = plo.laptimer()
print "Saving data... time: ",
# detrended
cell_ids = header[~np.isnan(header)]
output_array_det = np.nan*np.ones((len(detrended_times)+1, len(cell_ids)+2))
output_array_det[1:,0] = detrended_times
output_array_det[1:,1] = np.arange(len(detrended_times))
output_array_det[0,2:] = refphases
output_array_det[1:,2:] = detrended_data
output_df = pd.DataFrame(data=output_array_det,
columns = ['TimesH', 'Frame']+list(cell_ids))
output_df.loc[0,'Frame']='RefPhase'
output_df.to_csv(output_detrend, index=False)
del output_df # clear it
# detrended-denoised
output_array = np.nan*np.ones((len(final_times)+1, len(cell_ids)+2))
output_array[1:,0] = final_times
output_array[1:,1] = np.arange(len(final_times))
output_array[0,2:] = refphases
output_array[1:,2:] = final_data
output_df = pd.DataFrame(data=output_array,
columns = ['TimesH', 'Frame']+list(cell_ids))
output_df.loc[0,'Frame']='RefPhase'
output_df.to_csv(output_detrend_smooth, index=False)
del output_df # clear it
# Z-Score
output_array = np.nan*np.ones((len(final_times)+1, len(cell_ids)+2))
output_array[1:,0] = final_times
output_array[1:,1] = np.arange(len(final_times))
output_array[1:,2:] = sp.stats.zscore(final_data, axis=0, ddof=0)
output_df = pd.DataFrame(data=output_array,
columns = ['TimesH', 'Frame']+list(cell_ids))
output_df.loc[0,'Frame']='RefPhase'
output_df.loc[0,list(cell_ids)]=refphases
output_df.to_csv(output_zscore, index=False)
del output_df # clear it
# LS Pgram
output_array = np.nan*np.ones((len(lspers), len(pgram_data[0,:])+1))
output_array[:,0] = lspers
output_array[:,1:] = pgram_data
output_df = pd.DataFrame(data=output_array,
columns = ['LSPeriod']+list(cell_ids))
output_df.to_csv(output_pgram, index=False)
del output_df # clear it
#sinusoids
output_array = np.nan*np.ones((len(sine_times), len(cell_ids)+2))
output_array[:,0] = sine_times
output_array[:,1] = np.arange(len(sine_times))
output_array[:,2:] = sine_data
output_df = pd.DataFrame(data=output_array,
columns = ['TimesH', 'Frame']+list(cell_ids))
output_df.to_csv(output_cosine, index=False)
del output_df
#phases
output_array = np.nan*np.ones((len(sine_times), len(cell_ids)+2))
output_array[:,0] = sine_times
output_array[:,1] = np.arange(len(sine_times))
output_array[:,2:] = phase_data
output_df = pd.DataFrame(data=output_array,
columns = ['TimesH', 'Frame']+list(cell_ids))
output_df.to_csv(output_phases, index=False)
del output_df
# sinusoid parameters and XY locations
# this gets the locations for each cell by just giving their mean
# location and ignoring the empty values. this is a fine approximation.
locs_fixed = np.zeros([2,len(cell_ids)])
for idx in range(len(cell_ids)):
locs_fixed[0, idx] = np.nanmean(locations[:,idx*2])
locs_fixed[1, idx] = np.nanmean(locations[:,idx*2+1])
output_array = np.nan*np.ones((9, len(cell_ids)))
output_array= np.concatenate((circadian_metrics,locs_fixed), axis=0)
output_array[2,:] *= 360/2/np.pi #transform phase into 360-degree circular format
output_df = pd.DataFrame(data=output_array,
columns = list(cell_ids), index=['Rhythmic','CircPeak','Phase','Period','Amplitude',
'Decay','Rsq', 'X', 'Y'])
output_df.T.to_csv(output_cosine_params, index=True)
del output_df # clear it
print str(np.round(timer(),1))+"s"
print "Generating and saving plots: ",
cellidxs=np.random.randint(len(cell_ids),size=PLOTCOUNT)
for cellidx in cellidxs:
# truly awful syntax
cr.plot_result(cellidx, raw_times, raw_data, trendlines,
detrended_times, detrended_data, eigenvalues,
final_times, final_data, rhythmic_or_not,
lspers, pgram_data, sine_times, sine_data, r2s,
INPUT_DIR+'analysis_output/', data_type)
print str(np.round(timer(),1))+"s"
print "All data saved. Run terminated successfully for "+data_type+'.\n'