Li-Yorke Chaotic Properties of Abstract Differential Equations of First Order

Marko Kostic

Abstract


In this paper, we analyze the Li-Yorke chaotic properties of abstract non-degenerate differential
equations of first order in Banach and Fr´echet spaces. We investigate the property of Li-Yorke chaos
for sequences of linear (not necessarily continuous) operators. Li-Yorke chaotic properties of translation
semigroups and strongly continuous semigroups induced by semiflows are studied, as well.


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