oacpp::oaaddelkemp Namespace Reference

Addelkemp class. More...

Functions
int	addelkemp3check (int q, int p, int ncol)
	Check that the parameters of the addelkemp3 algorithm are consistent (ncol <= 2q^2+2q+1 More...
int	akeven (GaloisField &gf, int *kay, std::vector< int > &b, std::vector< int > &c, std::vector< int > &k)
	Addelkemp algorithm for even p More...
int	akodd (GaloisField &gf, int *kay, std::vector< int > &b, std::vector< int > &c, std::vector< int > &k)
	Addelkemp algorithm for odd p More...
int	addelkempncheck (int q, int p, int akn, int ncol)
	Check that the parameters are consistent for the addelkempn algorithm. More...
int	addelkempn (GaloisField &gf, int akn, bclib::matrix< int > &A, int ncol)
	The addelkemp algorithm for general n to produce OA(2q^n,ncol,q,2) More...
int	addelkemp3 (GaloisField &gf, bclib::matrix< int > &A, int ncol)
	The addelkemp algorithm for n=3. More...

Detailed Description

Addelkemp class.

Function Documentation

addelkemp3()

int oacpp::oaaddelkemp::addelkemp3	(	GaloisField &	gf,
		bclib::matrix< int > &	A,
		int	ncol
	)

The addelkemp algorithm for n=3.

Parameters

gf	galois field
A	the orthogonal array
ncol	the number of columns

Returns

an indicator of success

addelkemp3check()

int oacpp::oaaddelkemp::addelkemp3check	(	int	q,
		int	p,
		int	ncol
	)

Check that the parameters of the addelkemp3 algorithm are consistent (ncol <= 2q^2+2q+1

Parameters

q	the order of the Galois field or the number of symbols
p	the prime basis of the Galois field
ncol	the number of columns

Returns

an indicator of success

addelkempn()

int oacpp::oaaddelkemp::addelkempn	(	GaloisField &	gf,
		int	akn,
		bclib::matrix< int > &	A,
		int	ncol
	)

The addelkemp algorithm for general n to produce OA(2q^n,ncol,q,2)

Parameters

gf	a Galois Field
akn	the akn algorithm produces OA(2q^n,ncol,q,2)
A	the orthogonal array
ncol	the number of columns

Returns

an indicator of success

addelkempncheck()

int oacpp::oaaddelkemp::addelkempncheck	(	int	q,
		int	p,
		int	akn,
		int	ncol
	)

Check that the parameters are consistent for the addelkempn algorithm.

Parameters

q	the order of Galois field or the number of symbols
p	the prime basis of the Galois field
akn	the akn algorithm produces OA(2q^n,ncol,q,2)
ncol	the number of columns

Returns

an indicator of success

akeven()

int oacpp::oaaddelkemp::akeven	(	GaloisField &	gf,
		int *	kay,
		std::vector< int > &	b,
		std::vector< int > &	c,
		std::vector< int > &	k
	)

Addelkemp algorithm for even p

Parameters

gf	a Galois field
kay	the number of columns
b	original Addelkemp variable
c	original Addelkemp variable
k	original Addelkemp variable

Returns

an indicator of success

akodd()

int oacpp::oaaddelkemp::akodd	(	GaloisField &	gf,
		int *	kay,
		std::vector< int > &	b,
		std::vector< int > &	c,
		std::vector< int > &	k
	)

Addelkemp algorithm for odd p

Parameters

gf	a Galois field object
kay	the number of columns
b	original Addelkemp variable
c	original Addelkemp variable
k	original Addelkemp variable

Returns

an indicator of success