On Realizations of Rational Matrix Functions of Several Complex Variables II

Abstract

0^o. We use notations and definitions from the first part [Bes] of this work. If M is a matrix (whose entries are complex numbers), thenM’ is the transpose matrix, andM* is the Hermitian conjugate matrix. ${\mathbb{C}^n} = \mathbb{C} \times \cdots \times \mathbb{C}$ denotes the direct product of n copies of the complex plane $\mathbb{C}$ $z = \left( {{z_1}, \cdots,{z_n}} \right)$ denotes a point of ${\mathbb{C}^n}$