Stability of nonlinear infinite dimensional impulsive systems and their interconnections

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We consider input-to-state stability (ISS) of nonlinear infinite dimensional impulsive systems with an emphasis on interconnections of such systems. Stability conditions as a combination of Lyapunov methods and dwell-time inequalities are provided. For stability of interconnections a further condition of a small-gain type comes into play. We illustrate these results on an interconnection of two semilinear parabolic equations.

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