modularHost.c.h File Reference

#include "clRNG/private/modular.c.h"

Go to the source code of this file.

Macros
#define	MODULAR_CH
#define	MATRIX_ELEM(mat, i, j)   (mat[i * N + j])

Functions
void	modMatMat (size_t N, MODULAR_NUMBER_TYPE *A, MODULAR_NUMBER_TYPE *B, MODULAR_NUMBER_TYPE *C, MODULAR_NUMBER_TYPE m)
	Compute A*B % m. More...
void	modMatPowLog2 (size_t N, MODULAR_NUMBER_TYPE *A, MODULAR_NUMBER_TYPE *B, MODULAR_NUMBER_TYPE m, cl_uint e)
	Compute matrix B = (A^(2^e) % m) More...
void	modMatPow (size_t N, MODULAR_NUMBER_TYPE *A, MODULAR_NUMBER_TYPE *B, MODULAR_NUMBER_TYPE m, cl_uint n)
	Compute matrix B = A^n % m. More...

Macro Definition Documentation

MATRIX_ELEM

#define MATRIX_ELEM	(		mat,
			i,
			j
	)		(mat[i * N + j])

MODULAR_CH

#define MODULAR_CH

Function Documentation

modMatMat()

void modMatMat	(	size_t	N,
		MODULAR_NUMBER_TYPE *	A,
		MODULAR_NUMBER_TYPE *	B,
		MODULAR_NUMBER_TYPE *	C,
		MODULAR_NUMBER_TYPE	m
	)

Compute A*B % m.

modMatPow()

void modMatPow	(	size_t	N,
		MODULAR_NUMBER_TYPE *	A,
		MODULAR_NUMBER_TYPE *	B,
		MODULAR_NUMBER_TYPE	m,
		cl_uint	n
	)

Compute matrix B = A^n % m.

modMatPowLog2()

void modMatPowLog2	(	size_t	N,
		MODULAR_NUMBER_TYPE *	A,
		MODULAR_NUMBER_TYPE *	B,
		MODULAR_NUMBER_TYPE	m,
		cl_uint	e
	)

Compute matrix B = (A^(2^e) % m)