GF(2) pseudo random number generator as a GF(2) vector. More...

#include <AlgorithmEquidistribution.hpp>

Public Types
typedef EquidistributionCalculatable< U, V >	ECGenerator
	pseudo random number generator which can calculate dimension of equi-distribution. More...

Public Member Functions
	linear_generator_vector (const ECGenerator &generator)
	Constructor. More...

	linear_generator_vector (const ECGenerator &generator, int bit_pos)
	Constructor for standard basis. More...

void	add (const linear_generator_vector< U, V > &src)
	Vector addition. More...

void	next_state (int bit_len)
	State transition of pseudo random number generator. More...

void	debug_print ()

Data Fields
shared_ptr< ECGenerator >	rand
	A GF(2) linear pseudo random number generator. More...

int	count
	number which shows counts of next_state() called. More...

bool	zero
	Shows if zero vector or not. More...

U	next
	latest output of pseudo random number generator, or, a GF(2) vector consists of coefficients of highest degree term of polynomial. More...

Detailed Description

template<typename U, typename V = U>
class MTToolBox::linear_generator_vector< U, V >

GF(2) pseudo random number generator as a GF(2) vector.

This class treats a GF(2) pseudo random number generator as a GF(2) vector. And also the class treats the generator as a vector of polynomials over GF(2).

Template Parameters

U	type of output of pseudo random number generator. Should be unsigned type.
V	type of output of parameter generator.

Member Typedef Documentation

template<typename U, typename V = U>

typedef EquidistributionCalculatable<U, V> MTToolBox::linear_generator_vector< U, V >::ECGenerator

pseudo random number generator which can calculate dimension of equi-distribution.

Constructor & Destructor Documentation

template<typename U, typename V = U>

MTToolBox::linear_generator_vector< U, V >::linear_generator_vector ( const ECGenerator & generator )

inline

Constructor.

Parameters

generator GF(2) pseudo random number generator, whose dimension of equi-distribution will be calculated.

References MTToolBox::linear_generator_vector< U, V >::count, MTToolBox::linear_generator_vector< U, V >::next, MTToolBox::linear_generator_vector< U, V >::rand, MTToolBox::setZero(), and MTToolBox::linear_generator_vector< U, V >::zero.

template<typename U, typename V = U>

MTToolBox::linear_generator_vector< U, V >::linear_generator_vector	(	const ECGenerator &	generator,
		int	bit_pos
	)

inline

Constructor for standard basis.

Construct a vector which consists standard basis. As a generator, this generates a number include only one bit once, and then generate zero forever. For instance, it generates 1, 0, 0, 0, ... or 8, 0, 0, 0, ...

References MTToolBox::linear_generator_vector< U, V >::count, MTToolBox::linear_generator_vector< U, V >::next, MTToolBox::linear_generator_vector< U, V >::rand, and MTToolBox::linear_generator_vector< U, V >::zero.