Fast biased polynomial transforms for two-dimensional convolutions

Abstract
The fast biased polynomial transforms are defined directly on the ZN−1 ring instead of a conventional cyclotomic polynomial ring. Such biased polynomial transforms may be combined with very efficient fast FFT algorithms. Two-dimensional convolutions may be carried out without using the complicated Chinese remainder theorem, complex mapping and column-row reordering processes.

This publication has 0 references indexed in Scilit: