mmx::sparse::dual< C, O > Struct Template Reference

#include <sparse_dual.hpp>

Inheritance diagram for mmx::sparse::dual< C, O >:

Public Types
typedef monomial_seq< C, O >	R
typedef monomial_seq< C, O >	base_t
typedef R::monom_t	monom_t
typedef C	coeff_t
typedef O	order_t
typedef R::iterator	iterator
typedef R::const_iterator	const_iterator
typedef R::reverse_iterator	reverse_iterator
typedef R::const_reverse_iterator	const_reverse_iterator
typedef monomial_seq< C, O >	poly_t
typedef dual< C, O >	self_t

Public Member Functions
	dual ()
	dual (const coeff_t &c)
	dual (const coeff_t &c, int d, int v)
	dual (const monom_t &m)
	dual (const self_t &P)
	dual (const char *s, variables &vars)
	dual (const char *s, const variables &vars)
template<class Q >
	dual (const dual< C, Q > &p)
self_t &	operator= (const self_t &x)
self_t &	operator= (const coeff_t &c)
self_t &	operator= (int n)
self_t &	operator= (const monom_t &m)
C	operator() (const poly_t &p)

Member Typedef Documentation

template<class C, class O = DegRevLex>

typedef monomial_seq<C,O> mmx::sparse::dual< C, O >::base_t

template<class C, class O = DegRevLex>

typedef C mmx::sparse::dual< C, O >::coeff_t

template<class C, class O = DegRevLex>

typedef R::const_iterator mmx::sparse::dual< C, O >::const_iterator

template<class C, class O = DegRevLex>

typedef R::const_reverse_iterator mmx::sparse::dual< C, O >::const_reverse_iterator

template<class C, class O = DegRevLex>

typedef R::iterator mmx::sparse::dual< C, O >::iterator

template<class C, class O = DegRevLex>

typedef R::monom_t mmx::sparse::dual< C, O >::monom_t

template<class C, class O = DegRevLex>

typedef O mmx::sparse::dual< C, O >::order_t

template<class C, class O = DegRevLex>

typedef monomial_seq<C,O> mmx::sparse::dual< C, O >::poly_t

template<class C, class O = DegRevLex>

typedef monomial_seq<C,O> mmx::sparse::dual< C, O >::R

template<class C, class O = DegRevLex>

typedef R::reverse_iterator mmx::sparse::dual< C, O >::reverse_iterator

template<class C, class O = DegRevLex>

typedef dual<C,O> mmx::sparse::dual< C, O >::self_t

Constructor & Destructor Documentation

template<class C, class O = DegRevLex>

mmx::sparse::dual< C, O >::dual ( )

inline

template<class C, class O = DegRevLex>

mmx::sparse::dual< C, O >::dual ( const coeff_t &  c )

inline

template<class C, class O = DegRevLex>

mmx::sparse::dual< C, O >::dual ( const coeff_t &  c, int  d, int  v  )

inline

template<class C, class O = DegRevLex>

mmx::sparse::dual< C, O >::dual ( const monom_t &  m )

inline

template<class C, class O = DegRevLex>

mmx::sparse::dual< C, O >::dual ( const self_t &  P )

inline

template<class C, class O = DegRevLex>

mmx::sparse::dual< C, O >::dual ( const char *  s, variables &  vars  )

inline

template<class C, class O = DegRevLex>

mmx::sparse::dual< C, O >::dual ( const char *  s, const variables &  vars  )

inline

template<class C, class O = DegRevLex>

template<class Q >

mmx::sparse::dual< C, O >::dual ( const dual< C, Q > &  p )

inline

Member Function Documentation

template<class C, class O = DegRevLex>

C mmx::sparse::dual< C, O >::operator()

(

const poly_t &

p

)

Evaluation of a linear form on a polynomial. The product is preformed with negative exponents for the linear form. The coefficient of the term with zero exponents is returned.

template<class C, class O = DegRevLex>

self_t& mmx::sparse::dual< C, O >::operator= ( const self_t &  x )

inline

template<class C, class O = DegRevLex>

self_t& mmx::sparse::dual< C, O >::operator= ( const coeff_t &  c )

inline

template<class C, class O = DegRevLex>

self_t& mmx::sparse::dual< C, O >::operator= ( int  n )

inline

template<class C, class O = DegRevLex>

self_t& mmx::sparse::dual< C, O >::operator= ( const monom_t &  m )

inline

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

• include/realroot/sparse_dual.hpp