학술논문
A Necessary and Sufficient Condition for Quadratic Stability of a Matrix Polytope
Document Type
Conference
Author
Source
1991 American Control Conference American Control Conference, 1991. :877-878 Jun, 1991
Subject
Language
Abstract
The problem of the quadratic stability of uncertain systems is studied within the class of symmetric matrices. The present paper shows that this generalization does not produce any problem under quite a reasonable condition. Some results along this line are presented. One of them shows that the stability test for the case of a matrix polytope becomes simple enough so that it can be formulated in a standard form of optimization problem.