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| from time import time | |
| import numpy as np | |
| import mne | |
| mne.cuda.init_cuda(ignore_config=True, verbose=True) | |
| rng = np.random.RandomState(0) | |
| # Stimulus -> Neural model | |
| sfreq = 10e3 | |
| tmin, tmax = -150e-3, 250e-3 | |
| n_in = 2 | |
| n_samp = int(round(60 * sfreq)) | |
| n_epochs = 60 | |
| def run(): | |
| print('Running %2s in, %d - %d ms; %0.1f min epochs; %6.1f Hz; %2d epochs' | |
| % (n_in, tmin * 1000, tmax * 1000, n_samp / (60 * sfreq), | |
| sfreq, n_epochs)) | |
| X = rng.randn(n_samp, n_epochs, n_in) | |
| for n_out in (2, 60): | |
| y = rng.randn(n_samp, n_epochs, n_out) | |
| for n_jobs in (1, 'cuda'): | |
| print(' n_out=%2d n_jobs=%4s: ' % (n_out, n_jobs), end='') | |
| rf = mne.decoding.ReceptiveField(tmin, tmax, sfreq, n_jobs=n_jobs, | |
| edge_correction=False, | |
| verbose=True) | |
| t0 = time() | |
| rf.fit(X, y) | |
| print('%0.2f min' % ((time() - t0) / 60.,)) |
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