gte::NISymmetricEigensolver3x3< Real > Class Template Reference

#include <GteSymmetricEigensolver3x3.h>

Public Member Functions
void	operator() (Real a00, Real a01, Real a02, Real a11, Real a12, Real a22, std::array< Real, 3 > &eval, std::array< std::array< Real, 3 >, 3 > &evec) const

Private Member Functions
void	ComputeEigenvector0 (Real a00, Real a01, Real a02, Real a11, Real a12, Real a22, Real &eval0, std::array< Real, 3 > &evec0) const
void	ComputeEigenvector1 (Real a00, Real a01, Real a02, Real a11, Real a12, Real a22, std::array< Real, 3 > const &evec0, Real &eval1, std::array< Real, 3 > &evec1) const
void	ComputeOrthogonalComplement (std::array< Real, 3 > const &W, std::array< Real, 3 > &U, std::array< Real, 3 > &V) const

Static Private Member Functions
static std::array< Real, 3 >	Cross (std::array< Real, 3 > const &U, std::array< Real, 3 > const &V)
static std::array< Real, 3 >	Divide (std::array< Real, 3 > const &U, Real s)
static Real	Dot (std::array< Real, 3 > const &U, std::array< Real, 3 > const &V)
static std::array< Real, 3 >	Multiply (Real s, std::array< Real, 3 > const &U)
static std::array< Real, 3 >	Subtract (std::array< Real, 3 > const &U, std::array< Real, 3 > const &V)

Detailed Description

template<typename Real>
class gte::NISymmetricEigensolver3x3< Real >

Definition at line 89 of file GteSymmetricEigensolver3x3.h.

Member Function Documentation

template<typename Real >

void gte::NISymmetricEigensolver3x3< Real >::ComputeEigenvector0 ( Real  a00, Real  a01, Real  a02, Real  a11, Real  a12, Real  a22, Real &  eval0, std::array< Real, 3 > &  evec0  ) const

private

Definition at line 616 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

void gte::NISymmetricEigensolver3x3< Real >::ComputeEigenvector1 ( Real  a00, Real  a01, Real  a02, Real  a11, Real  a12, Real  a22, std::array< Real, 3 > const &  evec0, Real &  eval1, std::array< Real, 3 > &  evec1  ) const

private

Definition at line 660 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

void gte::NISymmetricEigensolver3x3< Real >::ComputeOrthogonalComplement ( std::array< Real, 3 > const &  W, std::array< Real, 3 > &  U, std::array< Real, 3 > &  V  ) const

private

Definition at line 593 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

std::array< Real, 3 > gte::NISymmetricEigensolver3x3< Real >::Cross ( std::array< Real, 3 > const &  U, std::array< Real, 3 > const &  V  )

staticprivate

Definition at line 580 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

std::array< Real, 3 > gte::NISymmetricEigensolver3x3< Real >::Divide ( std::array< Real, 3 > const &  U, Real  s  )

staticprivate

Definition at line 563 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

Real gte::NISymmetricEigensolver3x3< Real >::Dot ( std::array< Real, 3 > const &  U, std::array< Real, 3 > const &  V  )

staticprivate

Definition at line 572 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

std::array< Real, 3 > gte::NISymmetricEigensolver3x3< Real >::Multiply ( Real  s, std::array< Real, 3 > const &  U  )

staticprivate

Definition at line 547 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

void gte::NISymmetricEigensolver3x3< Real >::operator()	(	Real	a00,
		Real	a01,
		Real	a02,
		Real	a11,
		Real	a12,
		Real	a22,
		std::array< Real, 3 > &	eval,
		std::array< std::array< Real, 3 >, 3 > &	evec
	)		const

Definition at line 442 of file GteSymmetricEigensolver3x3.h.

template<typename Real >

std::array< Real, 3 > gte::NISymmetricEigensolver3x3< Real >::Subtract ( std::array< Real, 3 > const &  U, std::array< Real, 3 > const &  V  )

staticprivate

Definition at line 555 of file GteSymmetricEigensolver3x3.h.

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

• GteSymmetricEigensolver3x3.h