@@ -225,7 +225,7 @@ def test_randomized_svd_infinite_rank():
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def test_randomized_svd_transpose_consistency ():
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- # Check that transposing the design matrix has limit impact
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+ # Check that transposing the design matrix has limited impact
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n_samples = 100
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n_features = 500
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rank = 4
@@ -261,7 +261,7 @@ def test_randomized_svd_power_iteration_normalizer():
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# randomized_svd with power_iteration_normalized='none' diverges for
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# large number of power iterations on this dataset
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rng = np .random .RandomState (42 )
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- X = make_low_rank_matrix (300 , 1000 , effective_rank = 50 , random_state = rng )
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+ X = make_low_rank_matrix (200 , 900 , effective_rank = 50 , random_state = rng )
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X += 3 * rng .randint (0 , 2 , size = X .shape )
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n_components = 50
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@@ -274,7 +274,6 @@ def test_randomized_svd_power_iteration_normalizer():
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power_iteration_normalizer = 'none' )
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A = X - U .dot (np .diag (s ).dot (V ))
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error_20 = linalg .norm (A , ord = 'fro' )
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- print (error_2 - error_20 )
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assert_greater (np .abs (error_2 - error_20 ), 100 )
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for normalizer in ['LU' , 'QR' , 'auto' ]:
@@ -288,7 +287,6 @@ def test_randomized_svd_power_iteration_normalizer():
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power_iteration_normalizer = normalizer )
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A = X - U .dot (np .diag (s ).dot (V ))
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error = linalg .norm (A , ord = 'fro' )
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- print (error_2 - error )
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assert_greater (15 , np .abs (error_2 - error ))
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@@ -357,8 +355,8 @@ def test_cartesian():
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def test_logistic_sigmoid ():
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# Check correctness and robustness of logistic sigmoid implementation
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- naive_logistic = lambda x : 1 / ( 1 + np . exp ( - x ))
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- naive_log_logistic = lambda x : np .log (naive_logistic ( x ))
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+ def naive_log_logistic ( x ):
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+ return np .log (1 / ( 1 + np . exp ( - x ) ))
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x = np .linspace (- 2 , 2 , 50 )
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assert_array_almost_equal (log_logistic (x ), naive_log_logistic (x ))
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