Examples
c = gfcosets(2,3) disp(c) |  |  |
This function produces cyclotomic cosets for a Galois field GF(P)
GFCS = GFCOSETS(M) produces cyclotomic cosets mod(2^M - 1). Each row of the output GFCS contains one cyclotomic coset.
GFCS = GFCOSETS(M, P) produces cyclotomic cosets mod(P^M - 1), where P is a prime number.
Because the length of the cosets varies in the complete set, %nan is used to fill out the extra space in order to make all variables have the same length in the output matrix GFCS.
c = gfcosets(2,3) disp(c) | | |