GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering > Struct Template Reference

Total-degree ordering on symbols w.r.t. More...

#include <MultivariatePolynomialFactory.h>

Inheritance diagram for GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >:

Collaboration diagram for GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >:

Public Member Functions
	symbol_is_greatereq_tdegree (const MultivariatePolynomial< monomialOrdering > &polynomial)
bool	operator() (const symbol &a, const symbol &b) const
	Compares two symbols by their total degree in polynomial.
Data Fields
MultivariatePolynomial < monomialOrdering >	polynomial

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Detailed Description

template<class monomialOrdering>
struct GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >

Total-degree ordering on symbols w.r.t.

a given MultivariatePolynomial.

Definition at line 56 of file MultivariatePolynomialFactory.h.

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Constructor & Destructor Documentation

template<class monomialOrdering >

GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >::symbol_is_greatereq_tdegree

(

const MultivariatePolynomial< monomialOrdering > &

polynomial

)

[inline]

Definition at line 61 of file MultivariatePolynomialFactory.h.

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Member Function Documentation

template<class monomialOrdering >

bool GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >::operator()	(	const symbol &	a,
		const symbol &	b
	)		const [inline]

Compares two symbols by their total degree in polynomial.

Parameters:

a
b

Returns:

true in case a is less or equal to b

Definition at line 70 of file MultivariatePolynomialFactory.h.

References GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >::polynomial.

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Field Documentation

template<class monomialOrdering >

MultivariatePolynomial<monomialOrdering> GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >::polynomial

Definition at line 59 of file MultivariatePolynomialFactory.h.

Referenced by GiNaCRA::symbol_is_greatereq_tdegree< monomialOrdering >::operator()().

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

• MultivariatePolynomialFactory.h