# Topological transitive sequence of cosine operators on Orlicz space

@inproceedings{Akbarbaglu2018TopologicalTS, title={Topological transitive sequence of cosine operators on Orlicz space}, author={Ibrahim Akbarbaglu and Mohammad Reza Azimi and Vishvesh Kumar}, year={2018} }

For a Young function $\phi$ and a locally compact second countable group $G,$ let $L^\phi(G)$ denote the Orlicz space on $G.$ In this article, we present a necessary and sufficient condition for the topological transitivity of a sequence of cosine operators $\{C_n\}_{n=1}^{\infty}:=\{\frac{1}{2}(T^n_{g,w}+S^n_{g,w})\}_{n=1}^{\infty}$, defined on $L^{\phi}(G)$. We investigate the conditions for a sequence of cosine operators to be topological mixing. Moreover, we go on to prove the similar… CONTINUE READING

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