We establish necessary and sufficient conditions for imbeddings of weighted Orlicz–Lorentz spaces.

In Orlicz spaces, the necessary and sufficient conditions of strongly exposed points are given.

Let G be a locally compact group, and let ? Young function. In this paper, we give necessary sufficient condition for weighted translations on the Orlicz space L?(G) to disjoint topologically transitive. such way, continue great number of recent research studies considering topological dynamics operators acting Lebesgue or spaces groups.

In this article, we introduce and study a new class c0 (M, (X, ||.||), ā, ᾱ) of normed space ||.||) valued difference sequences with the help Orlicz function M . This is generalization classical sequence c0. Our primary interest to explore some linear structures investigate conditions relating containment relation in terms different ā ᾱ.