test_gso.cpp File Reference

#include <cstring>
#include <gso.h>
#include <gso_gram.h>
#include <gso_interface.h>
#include <householder.h>
#include <nr/matrix.h>
#include <test_utils.h>

Macros
#define	TESTDATADIR   ".."

Functions
template<class ZT , class FT >
Matrix< FT >	matrix_relative_difference (Matrix< FT > r1, Matrix< FT > r2)
template<class ZT , class FT >
bool	rs_are_equal (MatGSO< ZT, FT > M1, MatGSOGram< ZT, FT > M2, FT error)
template<class FT >
void	assert_diag_R (FT rhd, int i, int &status)
template<class FT >
void	assert_mu_r_householder (FT rh, FT rhd, FT mu, FT r, int &status)
template<class ZT , class FT >
int	test_householder (ZZ_mat< ZT > &A)
template<class ZT , class FT >
int	test_ggso (ZZ_mat< ZT > &A)
template<class ZT , class FT >
int	test_filename (const char *input_filename)
template<class ZT , class FT >
int	test_int_rel (int d, int b)
	Construct d × (d+1) integer relations matrix with bit size b and test LLL. More...
int	main (int, char **)

Macro Definition Documentation

TESTDATADIR

#define TESTDATADIR   ".."

Function Documentation

assert_diag_R()

template<class FT >

void assert_diag_R	(	FT	rhd,
		int	i,
		int &	status
	)

assert_mu_r_householder()

template<class FT >

void assert_mu_r_householder	(	FT	rh,
		FT	rhd,
		FT	mu,
		FT	r,
		int &	status
	)

main()

int main	(	int	,
		char **
	)

matrix_relative_difference()

template<class ZT , class FT >

Matrix< FT > matrix_relative_difference	(	Matrix< FT >	r1,
		Matrix< FT >	r2
	)

rs_are_equal()

template<class ZT , class FT >

bool rs_are_equal	(	MatGSO< ZT, FT >	M1,
		MatGSOGram< ZT, FT >	M2,
		FT	error
	)

test_filename()

template<class ZT , class FT >

int test_filename

(

const char *

input_filename

)

test_ggso()

template<class ZT , class FT >

int test_ggso

(

ZZ_mat< ZT > &

A

)

test_householder()

template<class ZT , class FT >

int test_householder

(

ZZ_mat< ZT > &

A

)

Test if: mu(i, j) = R(i, j) / R(j, j) r(i, j) = R(i, j) * R(j, j)

test_int_rel()

template<class ZT , class FT >

int test_int_rel	(	int	d,
		int	b
	)

Construct d × (d+1) integer relations matrix with bit size b and test LLL.

Parameters

d	dimension
b	bit size
method	LLL method to test
float_type	floating point type to test
flags	flags to use
prec	precision used for is_lll_reduced

Returns

zero on success