Try to create systems of equations to show that the rational quadratic form is not reflective. More...

Inheritance diagram for RationalInteger_NotReflective:

Collaboration diagram for RationalInteger_NotReflective:

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Public Member Functions
	RationalInteger_NotReflective (AlVin *v)

void	createSystemEquations (NotReflective_Graph nrg)

Public Member Functions inherited from NotReflective
	NotReflective (AlVin *v)

void	Run ()

Additional Inherited Members
Protected Attributes inherited from NotReflective
AlVin *	alvin

vector< vector< AlgebraicInteger * > >	aiVectors

unsigned int	iDimension

vector< AlgebraicInteger * >	aiQF

vector< AlgebraicInteger * >	ai2QF

vector< vector< NotReflective_Graph > >	graphs
	The first index is for the number of variables, then one for each graph which cannot be extended.

string	strOFormat

string	strAlgebraicIntegerType

vector< AlgebraicInteger * >	aiPossibleNorm2

Detailed Description

Try to create systems of equations to show that the rational quadratic form is not reflective.

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

Public Member Functions