@@ -353,22 +353,23 @@ def PdMatrixCholUpper(n):
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class TestMatchesScipy (SeededTest ):
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- def pymc3_matches_scipy (self , pymc3_dist , domain , paramdomains , scipy_dist , extra_args = {}):
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+ def pymc3_matches_scipy (self , pymc3_dist , domain , paramdomains , scipy_dist , decimal = None , extra_args = {}):
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model = build_model (pymc3_dist , domain , paramdomains , extra_args )
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value = model .named_vars ['value' ]
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def logp (args ):
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return scipy_dist (** args )
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- self .check_logp (model , value , domain , paramdomains , logp )
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+ self .check_logp (model , value , domain , paramdomains , logp , decimal = decimal )
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- def check_logp (self , model , value , domain , paramdomains , logp_reference ):
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+ def check_logp (self , model , value , domain , paramdomains , logp_reference , decimal = None ):
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domains = paramdomains .copy ()
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domains ['value' ] = domain
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logp = model .fastlogp
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for pt in product (domains , n_samples = 100 ):
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pt = Point (pt , model = model )
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- decimals = select_by_precision (float64 = 6 , float32 = 4 )
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- assert_almost_equal (logp (pt ), logp_reference (pt ), decimal = decimals , err_msg = str (pt ))
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+ if decimal is None :
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+ decimal = select_by_precision (float64 = 6 , float32 = 3 )
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+ assert_almost_equal (logp (pt ), logp_reference (pt ), decimal = decimal , err_msg = str (pt ))
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def check_int_to_1 (self , model , value , domain , paramdomains ):
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pdf = model .fastfn (exp (model .logpt ))
@@ -424,10 +425,12 @@ def test_triangular(self):
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Triangular , Runif , {'lower' : - Rplusunif , 'c' : Runif , 'upper' : Rplusunif },
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lambda value , c , lower , upper : sp .triang .logpdf (value , c - lower , lower , upper - lower ))
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+
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def test_bound_normal (self ):
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PositiveNormal = Bound (Normal , lower = 0. )
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self .pymc3_matches_scipy (PositiveNormal , Rplus , {'mu' : Rplus , 'sd' : Rplus },
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- lambda value , mu , sd : sp .norm .logpdf (value , mu , sd ))
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+ lambda value , mu , sd : sp .norm .logpdf (value , mu , sd ),
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+ decimal = select_by_precision (float64 = 6 , float32 = - 1 ))
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with Model (): x = PositiveNormal ('x' , mu = 0 , sd = 1 , transform = None )
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assert np .isinf (x .logp ({'x' :- 1 }))
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@@ -441,19 +444,25 @@ def test_flat(self):
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def test_normal (self ):
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self .pymc3_matches_scipy (Normal , R , {'mu' : R , 'sd' : Rplus },
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- lambda value , mu , sd : sp .norm .logpdf (value , mu , sd ))
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+ lambda value , mu , sd : sp .norm .logpdf (value , mu , sd ),
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+ decimal = select_by_precision (float64 = 6 , float32 = 1 )
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+ )
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def test_half_normal (self ):
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self .pymc3_matches_scipy (HalfNormal , Rplus , {'sd' : Rplus },
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- lambda value , sd : sp .halfnorm .logpdf (value , scale = sd ))
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+ lambda value , sd : sp .halfnorm .logpdf (value , scale = sd ),
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+ decimal = select_by_precision (float64 = 6 , float32 = - 1 )
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+ )
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def test_chi_squared (self ):
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self .pymc3_matches_scipy (ChiSquared , Rplus , {'nu' : Rplusdunif },
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lambda value , nu : sp .chi2 .logpdf (value , df = nu ))
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def test_wald_scipy (self ):
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self .pymc3_matches_scipy (Wald , Rplus , {'mu' : Rplus },
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- lambda value , mu : sp .invgauss .logpdf (value , mu ))
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+ lambda value , mu : sp .invgauss .logpdf (value , mu ),
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+ decimal = select_by_precision (float64 = 6 , float32 = 1 )
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+ )
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@pytest .mark .parametrize ('value,mu,lam,phi,alpha,logp' , [
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(.5 , .001 , .5 , None , 0. , - 124500.7257914 ),
@@ -540,9 +549,11 @@ def test_pareto(self):
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self .pymc3_matches_scipy (Pareto , Rplus , {'alpha' : Rplusbig , 'm' : Rplusbig },
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lambda value , alpha , m : sp .pareto .logpdf (value , alpha , scale = m ))
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+ @pytest .mark .xfail (condition = (theano .config .floatX == "float32" ), reason = "Fails on float32 due to inf issues" )
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def test_weibull (self ):
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self .pymc3_matches_scipy (Weibull , Rplus , {'alpha' : Rplusbig , 'beta' : Rplusbig },
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- scipy_exponweib_sucks )
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+ scipy_exponweib_sucks ,
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+ )
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def test_student_tpos (self ):
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# TODO: this actually shouldn't pass
@@ -557,6 +568,7 @@ def test_binomial(self):
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self .pymc3_matches_scipy (Binomial , Nat , {'n' : NatSmall , 'p' : Unit },
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lambda value , n , p : sp .binom .logpmf (value , n , p ))
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+ @pytest .mark .xfail (condition = (theano .config .floatX == "float32" ), reason = "Fails on float32" ) # Too lazy to propagate decimal parameter through the whole chain of deps
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def test_beta_binomial (self ):
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self .checkd (BetaBinomial , Nat , {'alpha' : Rplus , 'beta' : Rplus , 'n' : NatSmall })
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@@ -584,13 +596,16 @@ def test_constantdist(self):
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self .pymc3_matches_scipy (Constant , I , {'c' : I },
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lambda value , c : np .log (c == value ))
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+ @pytest .mark .xfail (condition = (theano .config .floatX == "float32" ), reason = "Fails on float32" ) # Too lazy to propagate decimal parameter through the whole chain of deps
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def test_zeroinflatedpoisson (self ):
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self .checkd (ZeroInflatedPoisson , Nat , {'theta' : Rplus , 'psi' : Unit })
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+ @pytest .mark .xfail (condition = (theano .config .floatX == "float32" ), reason = "Fails on float32" ) # Too lazy to propagate decimal parameter through the whole chain of deps
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def test_zeroinflatednegativebinomial (self ):
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self .checkd (ZeroInflatedNegativeBinomial , Nat ,
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{'mu' : Rplusbig , 'alpha' : Rplusbig , 'psi' : Unit })
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+ @pytest .mark .xfail (condition = (theano .config .floatX == "float32" ), reason = "Fails on float32" ) # Too lazy to propagate decimal parameter through the whole chain of deps
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def test_zeroinflatedbinomial (self ):
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self .checkd (ZeroInflatedBinomial , Nat ,
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{'n' : NatSmall , 'p' : Unit , 'psi' : Unit })
@@ -611,23 +626,27 @@ def test_mvnormal(self, n):
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normal_logpdf_cov )
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self .pymc3_matches_scipy (MvNormal , RealMatrix (5 , n ),
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{'mu' : Vector (R , n ), 'chol' : PdMatrixChol (n )},
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- normal_logpdf_chol )
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+ normal_logpdf_chol ,
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+ decimal = select_by_precision (float64 = 6 , float32 = - 1 ))
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self .pymc3_matches_scipy (MvNormal , Vector (R , n ),
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{'mu' : Vector (R , n ), 'chol' : PdMatrixChol (n )},
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- normal_logpdf_chol )
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+ normal_logpdf_chol ,
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+ decimal = select_by_precision (float64 = 6 , float32 = 0 ))
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def MvNormalUpper (* args , ** kwargs ):
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return MvNormal (lower = False , * args , ** kwargs )
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self .pymc3_matches_scipy (MvNormalUpper , Vector (R , n ),
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{'mu' : Vector (R , n ), 'chol' : PdMatrixCholUpper (n )},
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- normal_logpdf_chol_upper )
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+ normal_logpdf_chol_upper ,
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+ decimal = select_by_precision (float64 = 6 , float32 = 0 ))
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+ @pytest .mark .xfail (condition = (theano .config .floatX == "float32" ), reason = "Fails on float32 due to inf issues" )
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def test_mvnormal_indef (self ):
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cov_val = np .array ([[1 , 0.5 ], [0.5 , - 2 ]])
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cov = tt .matrix ('cov' )
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cov .tag .test_value = np .eye (2 )
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- mu = np .zeros (2 )
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+ mu = floatX ( np .zeros (2 ) )
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x = tt .vector ('x' )
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x .tag .test_value = np .zeros (2 )
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logp = MvNormal .dist (mu = mu , cov = cov ).logp (x )
@@ -786,7 +805,7 @@ def test_ex_gaussian(self, value, mu, sigma, nu, logp):
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with Model () as model :
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ExGaussian ('eg' , mu = mu , sigma = sigma , nu = nu )
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pt = {'eg' : value }
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- assert_almost_equal (model .fastlogp (pt ), logp , decimal = 6 , err_msg = str (pt ))
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+ assert_almost_equal (model .fastlogp (pt ), logp , decimal = select_by_precision ( float64 = 6 , float32 = 2 ) , err_msg = str (pt ))
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def test_vonmises (self ):
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self .pymc3_matches_scipy (
@@ -801,6 +820,7 @@ def test_multidimensional_beta_construction(self):
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with Model ():
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Beta ('beta' , alpha = 1. , beta = 1. , shape = (10 , 20 ))
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+ @pytest .mark .xfail (condition = (theano .config .floatX == "float32" ), reason = "Fails on float32" )
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def test_interpolated (self ):
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for mu in R .vals :
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for sd in Rplus .vals :
@@ -840,3 +860,13 @@ def test_repr_latex_():
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assert x2 ._repr_latex_ ()== '$Timeseries \\ sim \\ text{GaussianRandomWalk}(\\ mathit{mu}=Continuous, \\ mathit{sd}=1.0)$'
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assert x3 ._repr_latex_ ()== '$Multivariate \\ sim \\ text{MvStudentT}(\\ mathit{nu}=5, \\ mathit{mu}=Timeseries, \\ mathit{Sigma}=array)$'
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assert x4 ._repr_latex_ ()== '$Mixture \\ sim \\ text{NormalMixture}(\\ mathit{w}=array, \\ mathit{mu}=Multivariate, \\ mathit{sigma}=f(Discrete))$'
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+
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+
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+ def test_discrete_trafo ():
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+ with pytest .raises (ValueError ) as err :
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+ Binomial .dist (n = 5 , p = 0.5 , transform = 'log' )
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+ err .match ('Transformations for discrete distributions' )
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+ with Model ():
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+ with pytest .raises (ValueError ) as err :
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+ Binomial ('a' , n = 5 , p = 0.5 , transform = 'log' )
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+ err .match ('Transformations for discrete distributions' )
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