Title :
Infinite structure and exact model matching problem: A geometric approach
Author :
M. Malabre;V. Kucera
Author_Institution :
Laboratoire d´Automatique de l´Ecole Nationale Supé
Abstract :
We first generalize to (A, B, C, D) quadruples the geometric characterization of the infinite zero structure. We then give a new geometric proof for a solvability condition of the exact model matching problem expressed in terms of this concept and previously established, in the polynomial context, by Morse, Verghese, and Pernebo. This emphasizes the approach-independent character of the infinite zero structure.
Keywords :
"Solid modeling","Polynomials","Statistical analysis","Nonlinear systems","Context modeling","Poles and zeros","Circuits and systems","Control theory","Sufficient conditions","Automation"
Journal_Title :
IEEE Transactions on Automatic Control
DOI :
10.1109/TAC.1984.1103502
