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Information Journal Paper

Title

Notes about Quasi-Mixing Operators

Pages

  305-313

Abstract

 In this article, we introduce Mixing operators/fa?page=1&sort=1&ftyp=all&fgrp=all&fyrs=all" target="_blank">Quasi-Mixing operators and construct various examples. We prove that Mixing operators/fa?page=1&sort=1&ftyp=all&fgrp=all&fyrs=all" target="_blank">Quasi-Mixing operators exist on all finite-dimensional and infinite-dimensional  Banach spaces. We also prove that an invertible operator $T$ is quasi-mixing if and only if $T^{-1}$ is quasi-mixing. We state some sufficient conditions  under which an operator is quasi-mixing. Moreover, we prove that the Direct sum of two operators is quasi-mixing if and only if any of them is quasi-mixing.

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