Polynomial approach to Wiener filtering

Abstract
A rigorous derivation is given of the polynomial method for finding Wiener filters in both discrete-time and continuous-time. In each case the method involves one spectral factorization and the solution of one diophantine equation. The theory is applicable in multivariable situations but simple scalar examples are included here to compare the polynomial approach with the basic Wiener method.

This publication has 3 references indexed in Scilit: