Provides information on the Gram-Schmidt coefficients. More...

#include <plll.hpp>

Public Member Functions
virtual double	computeProjectionLengthD (unsigned k, unsigned b, const linalg::math_rowvector< arithmetic::Integer > &vec) const =0
	Returns the squared norm of the given vector projected into the orthogonal complement of the first `k`-th basis vectors. More...

virtual long double	computeProjectionLengthLD (unsigned k, unsigned b, const linalg::math_rowvector< arithmetic::Integer > &vec) const =0
	Returns the squared norm of the given vector projected into the orthogonal complement of the first `k`-th basis vectors. More...

virtual arithmetic::Real	computeProjectionLengthR (unsigned k, unsigned b, const linalg::math_rowvector< arithmetic::Integer > &vec, const arithmetic::RealContext &) const =0
	Returns the squared norm of the given vector projected into the orthogonal complement of the first `k`-th basis vectors. More...

arithmetic::Real	computeProjectionLengthR (unsigned k, unsigned b, const linalg::math_rowvector< arithmetic::Integer > &vec) const
	Returns the squared norm of the given vector projected into the orthogonal complement of the first `k`-th basis vectors. More...

virtual double	getGSCoefficientD (unsigned, unsigned) const =0
	Returns the `(i, j)` Gram-Schmidt coefficient as a `double`.

virtual long double	getGSCoefficientLD (unsigned, unsigned) const =0
	Returns the `(i, j)` Gram-Schmidt coefficient as a `long double`.

virtual arithmetic::Real	getGSCoefficientR (unsigned, unsigned, const arithmetic::RealContext &) const =0
	Returns the `(i, j)` Gram-Schmidt coefficient as a `arithmetic::Real` number.

arithmetic::Real	getGSCoefficientR (unsigned i, unsigned j) const
	Returns the `(i, j)` Gram-Schmidt coefficient as a `arithmetic::Real` number. More...

virtual double	getGSSqNormD (unsigned) const =0
	Returns the squared norm of the `i`-th Gram-Schmidt orthogonalized basis vector as a `double`.

virtual long double	getGSSqNormLD (unsigned) const =0
	Returns the squared norm of the `i`-th Gram-Schmidt orthogonalized basis vector as a `long double`.

virtual arithmetic::Real	getGSSqNormR (unsigned, const arithmetic::RealContext &) const =0
	Returns the squared norm of the `i`-th Gram-Schmidt orthogonalized basis vector as a `arithmetic::Real` number.

arithmetic::Real	getGSSqNormR (unsigned i) const
	Returns the squared norm of the `i`-th Gram-Schmidt orthogonalized basis vector as a `arithmetic::Real` number. More...

Detailed Description

Provides information on the Gram-Schmidt coefficients.

An interface for a Gram-Schmidt Informer, which is a little object providing access to the Gram-Schmidt coefficients. This is for example provided to annealing callbacks.

Definition at line 678 of file plll.hpp.

Member Function Documentation

virtual double plll::LatticeReduction::GramSchmidtInformer::computeProjectionLengthD	(	unsigned	k,
		unsigned	b,
		const linalg::math_rowvector< arithmetic::Integer > &	vec
	)		const

pure virtual

Returns the squared norm of the given vector projected into the orthogonal complement of the first k-th basis vectors.

The given vector is a linear combination of basis vectors b, b + 1, ..., where the linear combination is provided in the variable vec. The result is returned as a double.

virtual long double plll::LatticeReduction::GramSchmidtInformer::computeProjectionLengthLD	(	unsigned	k,
		unsigned	b,
		const linalg::math_rowvector< arithmetic::Integer > &	vec
	)		const

pure virtual

Returns the squared norm of the given vector projected into the orthogonal complement of the first k-th basis vectors.

The given vector is a linear combination of basis vectors b, b + 1, ..., where the linear combination is provided in the variable vec. The result is returned as a long double.

virtual arithmetic::Real plll::LatticeReduction::GramSchmidtInformer::computeProjectionLengthR	(	unsigned	k,
		unsigned	b,
		const linalg::math_rowvector< arithmetic::Integer > &	vec,
		const arithmetic::RealContext &
	)		const

pure virtual

Returns the squared norm of the given vector projected into the orthogonal complement of the first k-th basis vectors.

The given vector is a linear combination of basis vectors b, b + 1, ..., where the linear combination is provided in the variable vec. The result is returned as a arithmetic::Real number.

arithmetic::Real plll::LatticeReduction::GramSchmidtInformer::computeProjectionLengthR	(	unsigned	k,
		unsigned	b,
		const linalg::math_rowvector< arithmetic::Integer > &	vec
	)		const

inline

Returns the squared norm of the given vector projected into the orthogonal complement of the first k-th basis vectors.

< The given vector is a linear combination of basis vectors b, b + 1, ..., where the linear combination is provided in the variable vec. The result is returned as a arithmetic::Real number.

Uses the default arithmetic::RealContext.

Definition at line 761 of file plll.hpp.

arithmetic::Real plll::LatticeReduction::GramSchmidtInformer::getGSCoefficientR	(	unsigned	i,
		unsigned	j
	)		const

inline

Returns the (i, j) Gram-Schmidt coefficient as a arithmetic::Real number.

< Uses the default arithmetic::RealContext.

Definition at line 741 of file plll.hpp.

arithmetic::Real plll::LatticeReduction::GramSchmidtInformer::getGSSqNormR ( unsigned i ) const

inline

Returns the squared norm of the i-th Gram-Schmidt orthogonalized basis vector as a arithmetic::Real number.

< Uses the default arithmetic::RealContext.

Definition at line 751 of file plll.hpp.

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

/home/felix/projects/code/plll/plll/plll/include/plll.hpp

Public Member Functions

Detailed Description

Member Function Documentation