Chung-Chuan Chen, Marko Kostić
Published 2018-08-17Version 1
Let $G$ be a locally compact group, and let $\Phi$ be a Young function. In this paper, we give a sufficient and necessary condition for weighted translations on the Orlicz space $L^\Phi(G)$ to be disjoint topologically transitive. This characterization for disjoint chaos follows from the investigation on disjoint transitivity immediately.
Dynamics of weighted translations on Orlicz spaces
Topological transitivity for cosine operators on Orlicz spaces
$Γ$-supercyclicity of families of translates in weighted $L^p$-spaces on locally compact groups
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