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2020
Journal Article
Titel
Input-to-state stability results w.r.t. global attractors of semi-linear reaction-diffusion equations
Abstract
We establish local input-to-state stability and asymptotic gain results for a class of nonlinear infinite-dimensional systems with respect to the global attractor of the respective undisturbed system. We apply our results to a large class of reaction-diffusion equations with nontrivial global attractors.
Author(s)