npstat::OrthoPolyGOFTest1D Class Reference

Inheritance diagram for npstat::OrthoPolyGOFTest1D:

Public Types
typedef std::pair< double, UUPair >	EigenInfo

Public Member Functions
template<class Quadrature >
	OrthoPolyGOFTest1D (const AbsDistribution1D &distro, const Quadrature &q, const AbsClassicalOrthoPoly1D &poly, unsigned maxdeg, const unsigned char *mask=0, unsigned lenMask=0)
virtual std::string	shortName () const
unsigned	maxDegree () const
unsigned	numDeviations () const
bool	isEigenvectorUsed (const unsigned i) const
double	eigenUncertainty (unsigned i) const
std::vector< double >	covmatEigenvector (unsigned i) const
std::vector< EigenInfo >	eigenComponents (unsigned i, double threshold) const
virtual double	testStatistic (const double *data, const unsigned long sz, bool) const
virtual double	testStatistic (const float *data, const unsigned long sz, bool) const
virtual bool	hasAnalyticPValue () const
virtual double	analyticPValue (double stat, unsigned long sz) const
virtual double	inverseExceedance (double pvalue, unsigned long sz, double smin, double smax) const
template<typename Numeric >
unsigned	normalizedDeviations (const Numeric *data, unsigned long lenData, double *deviations, unsigned lenDeviations) const
Public Member Functions inherited from npstat::AbsUnbinnedGOFTest1D
	AbsUnbinnedGOFTest1D (const AbsDistribution1D &d)
	AbsUnbinnedGOFTest1D (const AbsUnbinnedGOFTest1D &r)
AbsUnbinnedGOFTest1D &	operator= (const AbsUnbinnedGOFTest1D &r)
const AbsDistribution1D &	getNull () const
void	simulateStatistic (AbsRandomGenerator &g, unsigned long sz, unsigned nPseudo, std::vector< double > *stats) const
virtual void	simulateAltStatistic (const AbsDistribution1D &alternative, AbsRandomGenerator &g, unsigned long sz, unsigned nPseudo, std::vector< double > *stats) const

Additional Inherited Members
Protected Attributes inherited from npstat::AbsUnbinnedGOFTest1D
AbsDistribution1D *	distro_

Member Function Documentation

covmatEigenvector()

std::vector<double> npstat::OrthoPolyGOFTest1D::covmatEigenvector

(

unsigned

i

)

const

Get the covariance matrix eigenvector with the given number. If the vector number is out of range, an exception will be thrown. Interpretation of these eigenvectors is for experts only. Make sure that you know what you are doing.

eigenComponents()

std::vector<EigenInfo> npstat::OrthoPolyGOFTest1D::eigenComponents	(	unsigned	i,
		double	threshold
	)		const

Collect the information about the given eigenvector. The first element in the "EigenInfo" pair is the eigenvector value and the second element is the pair of polynomials corresponding to that value. Components are included in the result only if the magnitude of the eigenvector value is above the threshold.

eigenUncertainty()

double npstat::OrthoPolyGOFTest1D::eigenUncertainty

(

unsigned

i

)

const

Get the uncertainty (i.e., the square root of the covariance matrix eigenvalue) associated with a particular eigenvector. This function ignores the mask. The return value is 0 if the eigenvector number is out of range.

inverseExceedance()

virtual double npstat::OrthoPolyGOFTest1D::inverseExceedance ( double  pvalue, unsigned long  sz, double  smin, double  smax  ) const

virtual

This is the inverse function to "analyticPValue"

Reimplemented from npstat::AbsUnbinnedGOFTest1D.

normalizedDeviations()

template<typename Numeric >

unsigned npstat::OrthoPolyGOFTest1D::normalizedDeviations	(	const Numeric *	data,
		unsigned long	lenData,
		double *	deviations,
		unsigned	lenDeviations
	)		const

Get individual normalized deviations from which the test statistic is constructed. Only unmasked deviations are returned. The return value of this function is the number of such deviations.

testStatistic()

virtual double npstat::OrthoPolyGOFTest1D::testStatistic ( const double *  data, const unsigned long  sz, bool    ) const

inlinevirtual

Get the value of the test statistic with all unmasked terms weighted equally

Implements npstat::AbsUnbinnedGOFTest1D.

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The documentation for this class was generated from the following file:

• stat/OrthoPolyGOFTest1D.hh