annotate onehotop.py.scalar @ 403:273e5c03003e

Making linear_regression more robust
author Yoshua Bengio <bengioy@iro.umontreal.ca>
date Wed, 09 Jul 2008 17:55:46 -0400
parents 18702ceb2096
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356
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1 """
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2 One hot Op
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3 """
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4
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5 #from theano import tensor
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6 from theano.tensor import as_tensor, Tensor
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7 #from theano import scalar
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8 from theano.scalar import as_scalar
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9 from theano.gof import op
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10 from theano.gof.graph import Apply
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11
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12 import numpy
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13
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14 class OneHot(op.Op):
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15 """
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16 Construct a one-hot vector, x out of y.
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17
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18 @todo: Document inputs and outputs
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19 @todo: Use 'bool' as output dtype? Or, at least 'int64' ? Not float64!
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20 @todo: Use 'bool' as output dtype, not 'int64' ?
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21 @todo: Allow this to operate on column vectors (Tensor)
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22 @todo: Describe better.
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23 @todo: What type is y?
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24 @todo: What about operating on L{Scalar}s?
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25 """
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26
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27 def make_node(self, x, y):
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28 """
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29 @type x: Vector L{Tensor} of integers
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30 @param x: The entries of the one-hot vector to be one.
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31 @type y: Integer L{Scalar}
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32 @param y: The length (#columns) of the one-hot vectors.
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33 @return: A L{Tensor} of one-hot vectors
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34
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35 @precondition: x < y for all entries of x
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36 @todo: Check that x and y are int types
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37 """
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38 #x = tensor.as_tensor(x)
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39 #y = scalar.as_scalar(y)
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40 x = as_tensor(x)
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41 y = as_scalar(y)
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42 #assert x.dtype[0:3] == "int"
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43 #assert y.dtype[0:3] == "int"
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44 inputs = [x, y]
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45 ##outputs = [tensor.Tensor("int64", broadcastable=[False, False])]
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46 #outputs = [tensor.Tensor("float64", broadcastable=[False, False])]
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47 #outputs = [Tensor("int64", broadcastable=[False, False])]
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48 outputs = [Tensor("float64", broadcastable=[False, False]).make_result()]
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49 node = Apply(op = self, inputs = inputs, outputs = outputs)
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50 return node
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51
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52 def perform(self, node, (x, y), (out, )):
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53 assert x.dtype == "int64"
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54 assert type(y) == numpy.int64
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55 assert x.ndim == 1
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56 #out = numpy.zeros((x.shape[0], y), dtype="int64")
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57 out[0] = numpy.zeros((x.shape[0], y), dtype="float64")
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58 for c in range(x.shape[0]):
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59 assert x[c] < y
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60 out[0][c, x[c]] = 1
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61
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62 def grad(self, (x, y), (out_gradient, )):
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63 return None, None
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64 one_hot = OneHot()