To find integral symmetries of the space. More...

Inheritance diagram for RationalInteger_InfiniteNSymetries:

Collaboration diagram for RationalInteger_InfiniteNSymetries:

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Public Member Functions
	RationalInteger_InfiniteNSymetries (AlVin *alvin)

Rational< RationalInteger >	rriVectorNorm (const Matrix< Rational< RationalInteger >, Dynamic, 1 > &rriV) const

Rational< RationalInteger >	rriVectorsProduct (const Matrix< Rational< RationalInteger >, Dynamic, 1 > &rriV1, const Matrix< Rational< RationalInteger >, Dynamic, 1 > &rriV2) const

bool	FindIntegralSymmetryFromSubgraph (const vector< unsigned int > &iVertices)

virtual void	print_basisFixedPoints (const string &strSpacer="") const

Public Member Functions inherited from InfiniteNSymetries
	InfiniteNSymetries (AlVin *alvin)

bool	Run (const unsigned int &iNRMin, const unsigned int &iNRMax)

unsigned int	get_iFixedPointsDimension () const

vector< GraphInvolution >	get_usefulInvolutions () const

Additional Inherited Members
Protected Attributes inherited from InfiniteNSymetries
AlVin *	alvin

vector< AlgebraicInteger * >	aiQF

vector< vector< unsigned int > >	iGraphMatrix
	1 if bold, 2 if dotted, weight otherwise

vector< vector< unsigned int > >	iCoxeterMatrix

unsigned int	iVectorsCount
	Number of vectors computed.

unsigned int	iDimension
	Dimension of the hyperbolic space.

const unsigned int	iVectorSize
	iDimension + 1

unsigned int	iFixedPointsDimension
	Actual dimension of the space of fixed points.

bool	bFinished
	If true, the form is non-reflective.

vector< GraphInvolution >	usefulInvolutions

Detailed Description

To find integral symmetries of the space.

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

Public Member Functions