Created
June 19, 2015 00:21
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To perform parallel operation on pairwise matrices
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| def pairwise(X, Y, func, n_jobs=-1): | |
| from mne.parallel import parallel_func | |
| if X.shape != Y.shape: | |
| raise ValueError('X and Y must have identical shapes') | |
| parallel, p_pairwise, n_jobs = parallel_func(_pairwise, n_jobs) | |
| dims = X.shape | |
| X = np.reshape(X, [dims[0], np.prod(dims[1:])]) | |
| Y = np.reshape(Y, [dims[0], np.prod(dims[1:])]) | |
| n_cols = X.shape[1] | |
| n_chunks = min(n_cols, n_jobs) | |
| chunks = np.array_split(range(n_cols), n_chunks) | |
| out = parallel(p_pairwise(X[:, chunk], Y[:, chunk], func) | |
| for chunk in chunks) | |
| # unpack | |
| out = np.reshape(out + list(), dims[1:] + np.shape(out)[2:]) | |
| return out | |
| def _pairwise(X, Y, func): | |
| n_cols = X.shape[1] | |
| out_ = func(X[:, 0], Y[:, 0]) | |
| out = np.empty((n_cols, len(out_))) | |
| for col in range(n_cols): | |
| out[col, :] = func(X[:, col], Y[:, col]) | |
| return out |
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