Interpolation of Rational Matrix Functions |
Contents
INTRODUCTION | 1 |
Null Structure for Analytic Matrix Functions 77 | 7 |
Null Structure and Interpolation Problems for Matrix Polynomials | 40 |
Copyright | |
29 other sections not shown
Other editions - View all
Interpolation of Rational Matrix Functions Joseph A. Ball,Israel Gohberg,L. Rodman Snippet view - 1990 |
Interpolation of Rational Matrix Functions Joseph A. Ball,I. Gohberg,Rodman No preview available - 2013 |
Common terms and phrases
admissible Sylvester data analogous analytic and invertible assume C(zI canonical set Chapter complex numbers coprime Corollary coupling matrix defined eigenvalues equivalent finite follows formula full range pair function for A(z given Gohberg Hermitian Hermitian matrix imaginary axis infinity interpolation conditions interpolation problem invertible matrix Jordan block left null pair left null-pole triple Lemma linear transformations Lyapunov equation matrix function W(z minimal realization multiplicities nonzero null kernel pair null triple null-pole subspace pole triple positive definite proof of Theorem Proposition rational function rational matrix function Resz=zo right half plane right null chain right null function right null pair right pole pair Rn(o row vector scalar set of right stable Stein equation Suppose Sylvester data set Sylvester equation triple for U(z TSCII unit circle unit disk zero Εσ