Stability Analysis of Hybrid Automata with Set-Valued Vector Fields Using Sums of Squares(Hybrid Dynamical Systems,<Special Section>Concurrent/Hybrid Systems: Theory and Applications)

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概要

• 論文の詳細を見る

• Stability analysis is one of the most important problems in analysis of hybrid dynamical systems. In this paper, a computational method of Lyapunov functions is proposed for stability analysis of hybrid automata that have set-valued vector fields. For this purpose, a formulation of matrix-valued sums of squares is provided and applied to derive an LMI/LME problem whose solution yields a Lyapunov function.

• 社団法人電子情報通信学会の論文
• 2006-11-01

著者

• MASUBUCHI Izumi

  Graduate School of Engineering, Hiroshima University

• Masubuchi Izumi

  Graduate School Of Engineering Hiroshima University

• Masubuchi Izumi

  Hiroshima Univ. Higashi‐hiroshima

• TSUJI Tokihisa

  Daihatsu Motor Co., LTD.

• Tsuji Tokihisa

  Daihatsu Motor Co. Ltd.

関連論文

• Realization-Independent Condition for Dissipativity of Descriptor Systems
• Stability Analysis of Hybrid Automata with Set-Valued Vector Fields Using Sums of Squares(Hybrid Dynamical Systems,Concurrent/Hybrid Systems: Theory and Applications)
• A Change-of-variables Method for Output Feedback Synthesis of Descriptor Systems Based on Realization-independent LMIs

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