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MySQL 5.1: TaoCrypt::AbstractRing::MultiplicativeGroupT Class Reference

TaoCrypt::AbstractRing::MultiplicativeGroupT

TaoCrypt::AbstractRing::MultiplicativeGroupT Class Reference

Inheritance diagram for TaoCrypt::AbstractRing::MultiplicativeGroupT:

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[legend]List of all members.


Public Member Functions
const AbstractRing &	GetRing () const
bool	Equal (const Element &a, const Element &b) const
const Element &	Identity () const
const Element &	Add (const Element &a, const Element &b) const
Element &	Accumulate (Element &a, const Element &b) const
const Element &	Inverse (const Element &a) const
const Element &	Subtract (const Element &a, const Element &b) const
Element &	Reduce (Element &a, const Element &b) const
const Element &	Double (const Element &a) const
Element	ScalarMultiply (const Element &a, const Integer &e) const
Element	CascadeScalarMultiply (const Element &x, const Integer &e1, const Element &y, const Integer &e2) const
void	SimultaneousMultiply (Element results, const Element &base, const Integer exponents, unsigned int exponentsCount) const
Public Attributes
const AbstractRing *	m_pRing

Detailed Description

Definition at line 100 of file algebra.hpp.

Member Function Documentation

Element& TaoCrypt::AbstractRing::MultiplicativeGroupT::Accumulate	(	Element &	a,
		const Element &	b
	)			const `[inline, virtual]`

Reimplemented from TaoCrypt::AbstractGroup.

Definition at line 115 of file algebra.hpp.

00116             {return a = GetRing().Multiply(a, b);}

const Element& TaoCrypt::AbstractRing::MultiplicativeGroupT::Add	(	const Element &	a,
		const Element &	b
	)			const `[inline, virtual]`

Implements TaoCrypt::AbstractGroup.

Definition at line 112 of file algebra.hpp.

00113             {return GetRing().Multiply(a, b);}

Element TaoCrypt::AbstractRing::MultiplicativeGroupT::CascadeScalarMultiply	(	const Element &	x,
		const Integer &	e1,
		const Element &	y,
		const Integer &	e2
	)			const `[inline, virtual]`

Reimplemented from TaoCrypt::AbstractGroup.

Definition at line 133 of file algebra.hpp.

References x.

00135             {return GetRing().CascadeExponentiate(x, e1, y, e2);}

const Element& TaoCrypt::AbstractRing::MultiplicativeGroupT::Double ( const Element & a ) const [inline, virtual]

Reimplemented from TaoCrypt::AbstractGroup.

Definition at line 127 of file algebra.hpp.

00128             {return GetRing().Square(a);}

bool TaoCrypt::AbstractRing::MultiplicativeGroupT::Equal	(	const Element &	a,
		const Element &	b
	)			const `[inline, virtual]`

Implements TaoCrypt::AbstractGroup.

Definition at line 106 of file algebra.hpp.

00107             {return GetRing().Equal(a, b);}

const AbstractRing& TaoCrypt::AbstractRing::MultiplicativeGroupT::GetRing ( ) const [inline]

Definition at line 103 of file algebra.hpp.

00104             {return *m_pRing;}

const Element& TaoCrypt::AbstractRing::MultiplicativeGroupT::Identity ( ) const [inline, virtual]

Implements TaoCrypt::AbstractGroup.

Definition at line 109 of file algebra.hpp.

00110             {return GetRing().MultiplicativeIdentity();}

const Element& TaoCrypt::AbstractRing::MultiplicativeGroupT::Inverse ( const Element & a ) const [inline, virtual]

Implements TaoCrypt::AbstractGroup.

Definition at line 118 of file algebra.hpp.

References TaoCrypt::Integer::MultiplicativeInverse().

00119             {return GetRing().MultiplicativeInverse(a);}

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Element& TaoCrypt::AbstractRing::MultiplicativeGroupT::Reduce	(	Element &	a,
		const Element &	b
	)			const `[inline, virtual]`

Reimplemented from TaoCrypt::AbstractGroup.

Definition at line 124 of file algebra.hpp.

References TaoCrypt::Integer::Divide().

00125             {return a = GetRing().Divide(a, b);}

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Element TaoCrypt::AbstractRing::MultiplicativeGroupT::ScalarMultiply	(	const Element &	a,
		const Integer &	e
	)			const `[inline, virtual]`

Reimplemented from TaoCrypt::AbstractGroup.

Definition at line 130 of file algebra.hpp.

References e.

00131             {return GetRing().Exponentiate(a, e);}

void TaoCrypt::AbstractRing::MultiplicativeGroupT::SimultaneousMultiply	(	Element *	results,
		const Element &	base,
		const Integer *	exponents,
		unsigned int	exponentsCount
	)			const `[inline, virtual]`

Reimplemented from TaoCrypt::AbstractGroup.

Definition at line 137 of file algebra.hpp.

00139             {GetRing().SimultaneousExponentiate(results, base, exponents,
00140                                                 exponentsCount);}

const Element& TaoCrypt::AbstractRing::MultiplicativeGroupT::Subtract	(	const Element &	a,
		const Element &	b
	)			const `[inline, virtual]`

Reimplemented from TaoCrypt::AbstractGroup.

Definition at line 121 of file algebra.hpp.

00122             {return GetRing().Divide(a, b);}

Member Data Documentation

const AbstractRing* TaoCrypt::AbstractRing::MultiplicativeGroupT::m_pRing

Definition at line 142 of file algebra.hpp.

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

mysql/src/5.1-dbg/extra/yassl/taocrypt/include/algebra.hpp

Generated on Sun Sep 10 00:34:48 2006 for MySQL 5.1 by

1.4.7

The world's most popular open source database

TaoCrypt::AbstractRing::MultiplicativeGroupT Class Reference

Public Member Functions

Public Attributes

Detailed Description

Member Function Documentation

Member Data Documentation