Abstract
A new algorithm for computing irreducible matrix-fraction descriptions of transfer functions matrices is presented. In this conmunication we give a method for obtaining an irreducible right (left) factorization from an arbitrary left (right) factorization. The problem is to obtain a basis-matrix of the set of solutions of a homogeneous linear system of equations, which is a polynomial module M. This algorithm constructs a set of subspaces of M by elementary operations in a scalar matrix. From these subspaces one can write by simple inspection a basis-matrix for the module M which is in proper column form.
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