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February 11, 2017 12:20
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Implementing pytorch functions
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| import torch.autograd.Variable | |
| max, max_idx = Variable.max(x, 1) | |
| max = Variable.expand_as(max, x) | |
| x = Variable.exp(x - max) | |
| p = Variable(torch.zeros(x.size())) | |
| for i in range(64): | |
| sum = Variable.sum(x[i, :]).data[0] | |
| p[i, :] = x[i, :] / sum | |
| out = Variable.log(p) | |
| ### time test for 100 iteration | |
| # backend function: -0.00801706314086914 | |
| # my own: -0.6033849716186523 | |
| ########## time test code | |
| # import time | |
| # tt = time.time() | |
| # for i in range(100): | |
| # y = F.log_softmax(x) | |
| # print('default function', tt - time.time()) | |
| # tt = time.time() | |
| # for i in range(100): | |
| # max, max_idx = Variable.max(x, 1) | |
| # max = Variable.expand_as(max, x) | |
| # y = Variable.exp(x - max) | |
| # p = Variable(torch.zeros(y.size())) | |
| # # for i in range(64): | |
| # # sum = Variable.sum(y[i, :]).data[0] | |
| # # p[i, :] = y[i, :] / sum | |
| # # p = Variable.log(p) | |
| # print('my own: ', tt - time.time()) |
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| loss_=0 | |
| for i in range(log_softmax.size()[0]): | |
| loss_ -= log_softmax[i, target[i].data[0]] | |
| loss_ /= log_softmax.size()[0] |
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