Algebraic construction of interleavers using permutation monomials
C.J. Corrada Bravo, Ivelisse M. Rubio · 2004
We present an algebraic construction for interleavers of length p/sup r/, where p is any prime. These interleavers are very simple to implement and have performance better than random interleavers and other known algebraic constructions. We construct a permutation of /spl Zopf//sub p//sup r/ using permutations of the elements of the finite field F/sub p//sup r/ given by monomials over the field.