Mar 23, 2010 · In this section we define the notions of )-fuzzy interior ideals of an Abel Grassmann′s groupoid and investigate some of their properties in ...
Using the notion of a fuzzy point and its belongness to and quasicoincidence with a fuzzy subset, some new concepts of a fuzzy interior ideal in Abel ...
We also introduce the notion of a strongly belongness and strongly quasicoincidence of a fuzzy point with a fuzzy subset and characterize fuzzy interior ideals ...
We also introduce the notion of a strongly belongness and strongly quasicoincidence of a fuzzy point with a fuzzy subset and characterize fuzzy interior ideals ...
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A non-empty subset A of an AG-groupoid S is called a generalized bi-ideal of S if (AS)A. A and an AG-subgroupoid A of S is called a bi-ideal of. S if (AS)A. A.
Abstract: Using the notion of a fuzzy point and its belongness to and quasicoincidence with a fuzzy subset, some new concepts of a fuzzy interior ideal in ...
Jan 18, 2016 · In this paper, we introduce the concept of () , α β -fuzzy bi-ideals in AG-groupoids. Using the notion of "belongingness () ∈ " and "quasi ...
Using the notion of a fuzzy point and its belongness to and quasicoincidence with a fuzzy subset, some new concepts of a fuzzy interior ideal in Abel ...
This paper introduces the concept of an ( ) , α β -fuzzy bi-ideals of an AG-groupoid G, and describes regular AG- groupoid in terms of a fuzzy right and a ...
We also introduce the notion of a strongly belongness and strongly quasicoincidence of a fuzzy point with a fuzzy subset and characterize fuzzy interior ideals ...