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Copy pathtest_binning.py
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155 lines (116 loc) · 4.49 KB
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import numpy as np
import matplotlib.pyplot as plt
import sys, os, json, h5py
from itertools import product
plt.close('all')
HOME = os.path.abspath(os.path.dirname(__file__))
sim_ID = 'tau_EZ_PE_HF'
store_frame_rate = 1
sim_number = sys.argv[1]
#time scale
Omega = 7.292*10**-5
day = 24*60**2*Omega
#start, end time (in days) + time step
t = 250.0*day
t_data = t + 8.0*365.0*day
###########################
# load the reference data #
###########################
fname = HOME + '/samples/' + sim_ID + '_exact_training_t_' + str(np.around(t_data/day, 1)) + '.hdf5'
print 'Loading', fname
h5f = h5py.File(fname, 'r')
print h5f.keys()
#####################################
# read the inputs for the surrogate #
#####################################
fpath = sys.argv[2]
fp = open(fpath, 'r')
N_surr = int(fp.readline())
inputs = []
for i in range(N_surr):
inputs.append(json.loads(fp.readline()))
print '****************************'
print 'Creating', N_surr, ' surrogates'
print '****************************'
#########################
# create the surrogates #
#########################
surrogate = {}; N_c = {}; covariates = {}; lags = {}; j3 = {}
for j in range(N_surr):
param = inputs[j]
#read the dict
target = param['target']
N_c[target] = param['N_c']
covariates[target] = param['covariates']
lag = param['lag']
extrap_ratio = param['extrap_ratio']
#reduce training data if extrap_ratio < 1 (to test extrapolative capability of surrogate)
S_tot = h5f['t'].size
S_train = np.int(extrap_ratio*h5f['t'].size)
S_extrap = S_tot - S_train
#spatially constant lag per covariate
lags[target] = np.zeros(N_c[target]).astype('int')
for i in range(N_c[target]):
lags[target][i] = lag[i]
max_lag = np.max(lags[target])
min_lag = np.min(lags[target])
j3[target] = 0#min_lag*store_frame_rate
print '***********************'
print 'Parameters'
print '***********************'
print 'Sim number =', sim_number
print 'Target =', target
print 'Covariates =', covariates[target]
print 'Excluding', S_extrap, ' points from training set'
print 'Lags =', lags[target]
print '***********************'
#covariates
c_i = np.zeros([S_train - max_lag, N_c[target]])
i1 = max_lag; i2 = S_tot - S_extrap
for i in range(N_c[target]):
lag_i = lags[target][i]
if covariates[target][i] == 'auto' and target == 'dE':
c_i[:, i] = h5f['e_n_HF'][i1-lag_i:i2-lag_i] - h5f['e_n_LF'][i1-lag_i:i2-lag_i]
elif covariates[target][i] == 'auto' and target == 'dZ':
c_i[:, i] = h5f['z_n_HF'][i1-lag_i:i2-lag_i] - h5f['z_n_LF'][i1-lag_i:i2-lag_i]
elif covariates[target][i] == 'r_tau_E*sprime_n_LF':
c_i[:, i] = h5f['tau_E'][i1-lag_i:i2-lag_i]*h5f['sprime_n_LF'][i1-lag_i:i2-lag_i]
elif covariates[target][i] == 'r_tau_Z*zprime_n_LF':
c_i[:, i] = h5f['tau_Z'][i1-lag_i:i2-lag_i]*h5f['zprime_n_LF'][i1-lag_i:i2-lag_i]
else:
c_i[:, i] = h5f[covariates[target][i]][i1-lag_i:i2-lag_i]
if target == 'dZ':
r = h5f['z_n_HF'][i1:i2] - h5f['z_n_LF'][i1:i2]
elif target == 'dE':
r = h5f['e_n_HF'][i1:i2] - h5f['e_n_LF'][i1:i2]
#########################
N_bins = 10
print 'Creating Binning object...'
from binning import *
surrogate[target] = Binning(c_i, r.flatten(), 1, N_bins, lags = lags[target], store_frame_rate = store_frame_rate, verbose=True)
#surrogate[target].plot_samples_per_bin()
#if N_c == 1:
# surrogate[target].compute_surrogate_jump_probabilities(plot = True)
# surrogate[target].compute_jump_probabilities()
# surrogate[target].plot_jump_pmfs()
print 'done'
surrogate[target].print_bin_info()
surrogate[target].fill_in_blanks()
surrogate[target].plot_2D_binning_object()
print '--------------------'
ax = plt.gca()
#plot non empty midpoints
#ax.plot(surrogate[target].midpoints[:,0], surrogate[target].midpoints[:,1], 'g+')
#specify a deliberate outlier
c_i = np.array([0.000413, 0.0109]).reshape([1, 2])
c_i = np.array([0.000413, 0.109]).reshape([1, 2])
ax.plot(c_i[0][0], c_i[0][1], 'r+')
#evaluate surrogate at outlier
surrogate[target].get_r_ip1(c_i)
#check = 130
#x_idx_check = np.unravel_index(check, [len(b) + 1 for b in surrogate[target].bins])
#x_idx_check = [x_idx_check[i] - 1 for i in range(surrogate[target].N_c)]
#ax.plot(x_mid[0][x_idx_check[0]], x_mid[1][x_idx_check[1]], 'ro')
#plt.axis('equal')
plt.tight_layout()
plt.show()