Sensitivity of Schur stability of systems of linear difference equations with periodic coefficients
Journal: NEW TRENDS IN MATHEMATICAL SCIENCES (Vol.4, No. 2)Publication Date: 2016-03-01
Authors : Ahmet DUMAN; Kemal AYDIN;
Page : 159-173
Keywords : difference equation systems monodromy matrix periodic coefficients Schur stability parameters practical Schur stability sensitivity;
Abstract
In this study, the sensitivity of Schur stability of systems of linear difference equations with periodic coefficients has been examined. The modified continuity theorems based on the parameters ?0 and ?? have been given for Schur stability of linear difference equations with periodic coefficients. Also, new results have been obtained for sensitivity of ?^{*}-Schur stability based on the parameters ?0 and ??. All the results have been applied to linear difference equations with periodic coefficients with order k. kD-ball regions of Schur stability and ?^{*}-Schur stability have been determined. In addition, the results related to kD-ball regions have been given.
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Last modified: 2016-10-30 05:09:52