BibTeX
@MISC{Wang_andthe,
author = {Long Wang},
title = {and the left-sector stability region},
year = {}
}
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Abstract
For the left-sector stability of interval polynomials, it suffices to check a subset of its vertex polynomials. This paper provides a recipe for construction of these critical vertices. Illustrative examples are presented. Keywords: Robust Stability, Interval Polynomials, Critical Vertices. Left-sector stability is a very useful concept in characterizing the damping behavior of linear systems. Motivated by the seminal result of Kharitonov[1], a number of papers have concentrated on the left-sector stability of interval polynomials[2, 3]. For the n-th order interval polynomials
