Mercurial > pylearn
annotate make_test_datasets.py @ 476:8fcd0f3d9a17
added a few algorithms
author | Olivier Breuleux <breuleuo@iro.umontreal.ca> |
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date | Mon, 27 Oct 2008 17:26:00 -0400 |
parents | 2d8490d76b3e |
children | 3eb59514b534 |
rev | line source |
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1 import dataset |
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2 from shapeset.dset import Polygons |
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3 from linear_regression import linear_predictor |
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4 from kernel_regression import kernel_predictor |
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5 from numpy import * |
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6 |
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7 """ |
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8 General-purpose code to generate artificial datasets that can be used |
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9 to test different learning algorithms. |
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10 """ |
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11 |
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12 |
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13 def make_triangles_rectangles_online_dataset(image_size=(10,10)): |
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14 """ |
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15 Make a binary classification dataset to discriminate triangle images from rectangle images. |
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16 """ |
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17 def convert_dataset(dset): |
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18 # convert the n_vert==3 into target==0 and n_vert==4 into target==1 |
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19 def mapf(images,n_vertices): |
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20 n=len(n_vertices) |
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21 targets = ndarray((n,1),dtype='float64') |
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22 for i in xrange(n): |
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23 targets[i,0] = array([0. if n_vertices[i]==3 else 1.],dtype='float64') |
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24 return images.reshape(len(images),images[0].size).astype('float64'),targets |
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25 return dataset.ApplyFunctionDataSet(dset("image","nvert"),mapf,["input","target"]) |
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26 |
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27 p=Polygons(image_size,[3,4],fg_min=1./255,fg_max=1./255,rot_max=1.,scale_min=0.35,scale_max=0.9,pos_min=0.1, pos_max=0.9) |
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28 trainset=convert_dataset(p) |
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29 return trainset |
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30 |
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31 |
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32 def make_triangles_rectangles_dataset(n_examples=600,image_size=(10,10), cache = True): |
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33 """ |
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34 Make a binary classification dataset to discriminate triangle images from rectangle images. |
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35 """ |
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36 def convert_dataset(dset): |
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37 # convert the n_vert==3 into target==0 and n_vert==4 into target==1 |
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38 def mapf(images,n_vertices): |
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39 n=len(n_vertices) |
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40 targets = ndarray((n,1),dtype='float64') |
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41 for i in xrange(n): |
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42 targets[i,0] = array([0. if n_vertices[i]==3 else 1.],dtype='float64') |
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43 return images.reshape(len(images),images[0].size).astype('float64'),targets |
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44 return dataset.CachedDataSet(dataset.ApplyFunctionDataSet(dset("image","nvert"),mapf,["input","target"]),cache) |
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45 |
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46 p=Polygons(image_size,[3,4],fg_min=1./255,fg_max=1./255,rot_max=1.,scale_min=0.35,scale_max=0.9,pos_min=0.1, pos_max=0.9) |
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47 data = p.subset[0:n_examples] |
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48 trainset=convert_dataset(data.subset[0:n_examples]) |
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49 return trainset |
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50 |
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51 |
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52 def make_triangles_rectangles_datasets(n_examples=600,train_frac=0.5,image_size=(10,10), cache = True): |
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53 """ |
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54 Make two binary classification datasets to discriminate triangle images from rectangle images. |
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55 The first one is the training set, the second is the test set. |
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56 """ |
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57 data = make_triangles_rectangles_dataset(n_examples=n_examples,image_size=image_size, cache = cache) |
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58 n_train = int(n_examples*train_frac) |
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59 trainset=convert_dataset(data.subset[0:n_train]) |
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60 testset=convert_dataset(data.subset[n_train:n_examples]) |
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61 return trainset,testset |
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62 |
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63 |
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64 def make_artificial_datasets_from_function(n_inputs=1, |
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65 n_targets=1, |
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66 n_examples=20, |
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67 train_frac=0.5, |
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68 noise_level=0.1, # add Gaussian noise, noise_level=sigma |
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69 params_shape=None, |
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70 f=None, # function computing E[Y|X] |
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71 otherargs=None, # extra args to f |
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72 b=None): # force theta[0] with this value |
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73 """ |
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74 Make regression data of the form |
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75 Y | X ~ Normal(f(X,theta,otherargs),noise_level^2) |
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76 If n_inputs==1 then X is chosen at regular locations on the [-1,1] interval. |
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77 Otherwise X is sampled according to a Normal(0,1) on all dimensions (independently). |
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78 The parameters theta is a matrix of shape params_shape that is sampled from Normal(0,1). |
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79 Optionally theta[0] is set to the argument 'b', if b is provided. |
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80 |
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81 Return a training set and a test set, by splitting the generated n_examples |
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82 according to the 'train_frac'tion. |
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83 """ |
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84 n_train=int(train_frac*n_examples) |
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85 n_test=n_examples-n_train |
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86 if n_inputs==1: |
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87 delta1=2./n_train |
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88 delta2=2./n_test |
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89 inputs = vstack((array(zip(range(n_train)))*delta1-1, |
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90 0.5*delta2+array(zip(range(n_test)))*delta2-1)) |
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91 else: |
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92 inputs = random.normal(size=(n_examples,n_inputs)) |
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93 if not f: |
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94 f = linear_predictor |
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95 if f==kernel_predictor and not otherargs[1]: |
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96 otherargs=(otherargs[0],inputs[0:n_train]) |
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97 if not params_shape: |
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98 if f==linear_predictor: |
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99 params_shape = (n_inputs+1,n_targets) |
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100 elif f==kernel_predictor: |
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101 params_shape = (otherargs[1].shape[0]+1,n_targets) |
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102 theta = random.normal(size=params_shape) if params_shape else None |
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103 if b: |
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104 theta[0]=b |
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105 outputs = f(inputs,theta,otherargs) |
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106 targets = outputs + random.normal(scale=noise_level,size=(n_examples,n_targets)) |
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107 # the | stacking creates a strange bug in LookupList constructor: |
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108 # trainset = ArrayDataSet(inputs[0:n_examples/2],{'input':slice(0,n_inputs)}) | \ |
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109 # ArrayDataSet(targets[0:n_examples/2],{'target':slice(0,n_targets)}) |
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110 # testset = ArrayDataSet(inputs[n_examples/2:],{'input':slice(0,n_inputs)}) | \ |
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111 # ArrayDataSet(targets[n_examples/2:],{'target':slice(0,n_targets)}) |
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112 data = hstack((inputs,targets)) |
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113 trainset = ArrayDataSet(data[0:n_train], |
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114 {'input':slice(0,n_inputs),'target':slice(n_inputs,n_inputs+n_targets)}) |
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115 testset = ArrayDataSet(data[n_train:], |
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116 {'input':slice(0,n_inputs),'target':slice(n_inputs,n_inputs+n_targets)}) |
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117 return trainset,testset,theta |