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What is Stability of Linear Switching Systems about?
This paper discusses the stability and existence of common quadratic Lyapunov functions for stable linear switching systems. It establishes that a sufficient condition for exponential stability is the simultaneous triangularization of matrices using a non-singular transformation. The authors also explore conditions for the existence of such transformations and the implications for the stability of switching systems.
- Author
- Félix Fernando Gamarra Estrella
- Language
- EN