Abstract
The relations between rough sets and algebraic systems have been already considered by many mathematicians. This article concerns the relationship between rough sets and left almost Γ-semihypergroups. In this article, using Pawlak idea, the properties of lower and upper approximations of sub LA-Γ-semihypergroup (respectively Γ-hyperideal, bi-Γ-hyperideal and interior Γ-hyperideal) are investigated.
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