capd::autodiff::SingularNaturalPow Namespace Reference

natural powers x^c for c=2,3,4 are hand optimized and implemented in EvalSqr.h, EvalCubePow.h and EvalQuarticPow.h, respectively. More...

Functions
template<class T , class R >
void	evalC0 (const T *left, const T *right, R result, DagIndexer< T > *dag, const unsigned coeffNo)
template<class T , class R >
void	evalC0HomogenousPolynomial (const T *left, const T *right, R result, DagIndexer< T > *dag)
template<class T , class R >
void	eval (const unsigned degree, const T *left, const T *right, R result, DagIndexer< T > *dag, const unsigned coeffNo)
template<class T , class R >
void	evalHomogenousPolynomial (const unsigned degree, const T *left, const T *right, R result, DagIndexer< T > *dag, const unsigned coeffNo)

Detailed Description

natural powers x^c for c=2,3,4 are hand optimized and implemented in EvalSqr.h, EvalCubePow.h and EvalQuarticPow.h, respectively.

This file implements automatic differentiation for c>4, provided x\neq 0. Special case of C^0-C^1 jet propagation is implemented also in the case x=0.

Function Documentation

eval()

template<class T , class R >

void capd::autodiff::SingularNaturalPow::eval	(	const unsigned	degree,
		const T *	left,
		const T *	right,
		R	result,
		DagIndexer< T > *	dag,
		const unsigned	coeffNo
	)

evalC0()

template<class T , class R >

void capd::autodiff::SingularNaturalPow::evalC0 ( const T *  left, const T *  right, R  result, DagIndexer< T > *  dag, const unsigned  coeffNo  )

inline

evalC0HomogenousPolynomial()

template<class T , class R >

void capd::autodiff::SingularNaturalPow::evalC0HomogenousPolynomial ( const T *  left, const T *  right, R  result, DagIndexer< T > *  dag  )

inline

evalHomogenousPolynomial()

template<class T , class R >

void capd::autodiff::SingularNaturalPow::evalHomogenousPolynomial	(	const unsigned	degree,
		const T *	left,
		const T *	right,
		R	result,
		DagIndexer< T > *	dag,
		const unsigned	coeffNo
	)