STABILITY AND THE MATRIX LYAPUNOV EQUATION FOR DISCRETE 2-DIMENSIONAL SYSTEMS.
Date
Authors
Anderson, Brian D.O.
Agathoklis, Panajotis
Jury, E. I.
Mansour, M.
Journal Title
Journal ISSN
Volume Title
Publisher
Access Statement
Abstract
The stability of two-dimensional, linear, discrete systems is examined using the 2-D matrix Lyapunov equation. While the existence of a positive definite solution pair to the 2-D Lyapunov equation is sufficient for stability, it is proven that such existence is not necessary for stability, disproving a long-standing conjecture.
Description
Keywords
Citation
Collections
Source
IEEE Transactions on Circuits and Systems
Type
Book Title
Entity type
Publication