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/dports/math/openturns/openturns-1.18/lib/test/
H A Dt_ChiSquareFactory_std.expout1 Distribution =class=ChiSquare name=ChiSquare dimension=1 nu=0.5
2 Estimated distribution=class=ChiSquare name=ChiSquare dimension=1 nu=0.49317
3 Distribution =class=ChiSquare name=ChiSquare dimension=1 nu=1
4 Estimated distribution=class=ChiSquare name=ChiSquare dimension=1 nu=1.00223
5 Distribution =class=ChiSquare name=ChiSquare dimension=1 nu=2.5
6 Estimated distribution=class=ChiSquare name=ChiSquare dimension=1 nu=2.48936
7 Default distribution=class=ChiSquare name=ChiSquare dimension=1 nu=1
9 ChiSquare =class=ChiSquare name=ChiSquare dimension=1 nu=2.5
10 Estimated chiSquare=class=ChiSquare name=ChiSquare dimension=1 nu=2.48936
11 Default chiSquare=class=ChiSquare name=ChiSquare dimension=1 nu=1
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H A Dt_ChiSquare_std.expout1 Testing class ChiSquare
5 class=ChiSquare name=ChiSquare dimension=1 nu=1.5
7 class=ChiSquare name=ChiSquare dimension=1 nu=1.5
10 Distribution class=ChiSquare name=ChiSquare dimension=1 nu=1.5
11 Distribution ChiSquare(nu = 1.5)
40 …ChiSquare(nu = 1.5)) gradientImplementation=MinimumVolumeLevelSetGradient(ChiSquare(nu = 1.5)) hes…
H A Dt_ChiSquare_std.cxx27 class TestObject : public ChiSquare
30 TestObject() : ChiSquare(1.5) {} in TestObject()
47 ChiSquare distribution(1.5); in main()
103 PDFgrFD[0] = (ChiSquare(distribution.getNu() + eps).computePDF(point) - in main()
104 ChiSquare(distribution.getNu() - eps).computePDF(point)) / (2.0 * eps); in main()
109 CDFgrFD[0] = (ChiSquare(distribution.getNu() + eps).computeCDF(point) - in main()
110 ChiSquare(distribution.getNu() - eps).computeCDF(point)) / (2.0 * eps); in main()
141 ChiSquare::PointWithDescriptionCollection parameters = distribution.getParametersCollection(); in main()
H A Dt_ChiSquareFactory_std.cxx35 ChiSquare distribution(0.5); in main()
45 distribution = ChiSquare(1.0); in main()
52 distribution = ChiSquare(2.5); in main()
63 ChiSquare estimatedChiSquare(factory.buildAsChiSquare(sample)); in main()
/dports/math/openturns/openturns-1.18/lib/src/Uncertainty/Distribution/
H A DChiSquare.cxx31 CLASSNAMEINIT(ChiSquare)
36 ChiSquare::ChiSquare() in ChiSquare() function in ChiSquare
49 ChiSquare::ChiSquare(const Scalar nu) in ChiSquare() function in ChiSquare
61 Bool ChiSquare::operator ==(const ChiSquare & other) const in operator ==()
69 const ChiSquare* p_other = dynamic_cast<const ChiSquare*>(&other); in equals()
74 String ChiSquare::__repr__() const in __repr__()
103 Scalar ChiSquare::getNu() const in getNu()
110 ChiSquare * ChiSquare::clone() const in clone()
112 return new ChiSquare(*this); in clone()
116 void ChiSquare::computeRange() in computeRange()
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H A DChiSquareFactory.cxx67 ChiSquare ChiSquareFactory::buildAsChiSquare(const Sample & sample) const in buildAsChiSquare()
76 ChiSquare result(mean); in buildAsChiSquare()
81 ChiSquare ChiSquareFactory::buildAsChiSquare(const Point & parameters) const in buildAsChiSquare()
85 ChiSquare distribution; in buildAsChiSquare()
95 ChiSquare ChiSquareFactory::buildAsChiSquare() const in buildAsChiSquare()
97 return ChiSquare(); in buildAsChiSquare()
/dports/math/openturns/openturns-1.18/python/test/
H A Dt_ChiSquareFactory_std.expout1 distribution= class=ChiSquare name=ChiSquare dimension=1 nu=0.5
2 Estimated distribution= class=ChiSquare name=ChiSquare dimension=1 nu=0.49317
3 distribution= class=ChiSquare name=ChiSquare dimension=1 nu=1
4 Estimated distribution= class=ChiSquare name=ChiSquare dimension=1 nu=1.00223
5 distribution= class=ChiSquare name=ChiSquare dimension=1 nu=2.5
6 Estimated distribution= class=ChiSquare name=ChiSquare dimension=1 nu=2.48936
7 Default distribution= ChiSquare(nu = 1)
9 ChiSquare = ChiSquare(nu = 2.5)
10 Estimated chiSquare= ChiSquare(nu = 2.48936)
11 Default chiSquare= ChiSquare(nu = 1)
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H A Dt_ChiSquare_std.py11 distribution = ChiSquare(1.5)
65 PDFgrFD[0] = (ChiSquare(distribution.getNu() + eps).computePDF(point) -
66 ChiSquare(distribution.getNu() - eps).computePDF(point)) / (2.0 * eps)
71 CDFgrFD[0] = (ChiSquare(distribution.getNu() + eps).computeCDF(point) -
72 ChiSquare(distribution.getNu() - eps).computeCDF(point)) / (2.0 * eps)
H A Dt_ChiSquareFactory_std.py10 distribution = ChiSquare(0.5)
17 distribution = ChiSquare(1.0)
22 distribution = ChiSquare(2.5)
H A Dt_ChiSquare_std.expout1 Distribution class=ChiSquare name=ChiSquare dimension=1 nu=1.5
2 Distribution ChiSquare(nu = 1.5)
30 MinimumVolumeLevelSetEvaluation(ChiSquare(nu = 1.5))
/dports/misc/hs-hascard/hascard-0.3.0.1/_cabal_deps/random-fu-0.2.7.7/src/Data/Random/Distribution/
H A DChiSquare.hs8 module Data.Random.Distribution.ChiSquare where
16 chiSquare :: Distribution ChiSquare t => Integer -> RVar t
17 chiSquare = rvar . ChiSquare
19 chiSquareT :: Distribution ChiSquare t => Integer -> RVarT m t
20 chiSquareT = rvarT . ChiSquare
22 newtype ChiSquare b = ChiSquare Integer type
24 instance (Fractional t, Distribution Gamma t) => Distribution ChiSquare t where
25 rvarT (ChiSquare 0) = return 0
26 rvarT (ChiSquare n)
30 instance (Real t, Distribution ChiSquare t) => CDF ChiSquare t where
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/dports/math/openturns/openturns-1.18/python/src/
H A DChiSquare.i9 %include openturns/ChiSquare.hxx
10 namespace OT { %extend ChiSquare { ChiSquare(const ChiSquare & other) { return new OT::ChiSquare(ot… in ChiSquare() function
H A DChiSquare_doc.i.in1 %feature("docstring") OT::ChiSquare
5 ChiSquare(*nu=1.0*)
38 >>> distribution = ot.ChiSquare(2.0)
46 %feature("docstring") OT::ChiSquare::getNu
56 %feature("docstring") OT::ChiSquare::setNu
H A DFisherSnedecor_doc.i.in10 First :class:`~openturns.ChiSquare` degrees of freedom (numerator).
12 Second :class:`~openturns.ChiSquare` degrees of freedom (denominator).
57 First :class:`~openturns.ChiSquare` degrees of freedom (numerator)."
67 Second :class:`~openturns.ChiSquare` degrees of freedom (denominator)."
77 First :class:`~openturns.ChiSquare` degrees of freedom (numerator)."
87 Second :class:`~openturns.ChiSquare` degrees of freedom (denominator)."
H A DChiSquareFactory_doc.i.in18 DistributionFactory, ChiSquare"
23 "Build the ChiSquare distribution.
40 dist : :class:`~openturns.ChiSquare`
H A DInverseChiSquare_doc.i.in4 Helper class for defining the Inverse ChiSquare distribution which is the inverse of a :math:`\chi^…
18 :math:`X` follows an Inverse ChiSquare distribution of parameter :math:`\nu` means that :math:`\dfr…
19 The Inverse ChiSquare distribution parametered by :math:`\nu` is exactly the :math:`InverseGamma(2,…
/dports/math/openturns/openturns-1.18/lib/src/Uncertainty/Distribution/openturns/
H A DChiSquare.hxx34 class OT_API ChiSquare class
41 ChiSquare();
44 explicit ChiSquare(const Scalar nu);
48 Bool operator ==(const ChiSquare & other) const;
62 ChiSquare * clone() const override;
H A DChiSquareFactory.hxx54 ChiSquare buildAsChiSquare(const Sample & sample) const;
55 ChiSquare buildAsChiSquare(const Point & parameters) const;
56 ChiSquare buildAsChiSquare() const;
/dports/astro/nightfall/nightfall-1.92/
H A DLightMerit.c49 double Add = 0.0, ChiSquare = 0.0; /* merit */ in MeritFunction() local
189 ChiSquare = ChiSquare + Add; in MeritFunction()
196 ChiSquare, Add, Parabolic); in MeritFunction()
288 ChiSquare = ChiSquare + Add; in MeritFunction()
293 ChiSquare, Add, Parabolic); in MeritFunction()
301 printf(_("Chi Square = %9.3g\n"), ChiSquare); in MeritFunction()
306 printf(_("%15.9g\n"), ChiSquare/dof); in MeritFunction()
313 if (dof != 0) return( (ChiSquare/dof) ); in MeritFunction()
/dports/math/p5-Statistics-ChiSquare/Statistics-ChiSquare-1.0000/
H A DMETA.yml15 name: Statistics-ChiSquare
23 bugtracker: https://github.com/DrHyde/perl-modules-Statistics-ChiSquare/issues
24 repository: https://github.com/DrHyde/perl-modules-Statistics-ChiSquare
/dports/devel/blitz/blitz-1.0.2/random/
H A Dchisquare.h25 class ChiSquare : public Gamma<T,IRNG,stateTag>
30 ChiSquare(T df) in ChiSquare() function
36 ChiSquare(T df, unsigned int i) in ChiSquare() function
/dports/science/colt/colt/src/cern/jet/random/
H A DChiSquare.java38 public class ChiSquare extends AbstractContinousDistribution { class
45 protected static ChiSquare shared = new ChiSquare(1.0,makeDefaultGenerator());
52 public ChiSquare(double freedom, RandomEngine randomGenerator) { in ChiSquare() method in ChiSquare
/dports/science/rdkit/rdkit-Release_2021_03_5/Code/ML/InfoTheory/Wrap/
H A DrdInfoTheory.cpp93 res = ChiSquare(data, rows, cols); in chiSquare()
96 res = ChiSquare(data, rows, cols); in chiSquare()
99 res = ChiSquare(data, rows, cols); in chiSquare()
102 res = ChiSquare(data, rows, cols); in chiSquare()
/dports/www/qt5-webengine/qtwebengine-everywhere-src-5.15.2/src/3rdparty/chromium/third_party/abseil-cpp/absl/random/internal/
H A Dchi_square_test.cc27 using absl::random_internal::ChiSquare;
34 TEST(ChiSquare, Value) { in TEST() argument
168 ChiSquare(std::begin(spec.actual), std::end(spec.actual), in TEST()
326 double chi_square = ChiSquare(std::begin(counts), std::end(counts), in TEST()
/dports/devel/abseil/abseil-cpp-20211102.0/absl/random/internal/
H A Dchi_square_test.cc27 using absl::random_internal::ChiSquare;
34 TEST(ChiSquare, Value) { in TEST() argument
168 ChiSquare(std::begin(spec.actual), std::end(spec.actual), in TEST()
326 double chi_square = ChiSquare(std::begin(counts), std::end(counts), in TEST()

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