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Average shadowing revisited
Published 22 May 2022 in math.DS and nlin.CD | (2205.10769v2)
Abstract: We propose a novel unifying approach to study the shadowing property for a broad class of dynamical systems (in particular, discontinuous and non-invertible) under a variety of perturbations. In distinction to known constructions, our approach is local: it is based on the gluing property which takes into account the shadowing under a single (not necessarily small) perturbation.
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