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Closure Fuzzy Filters of Decomposable MS-Algebras
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Abstract
In this paper, we give some results of closure fuzzy filters of decomposable MS-algebras, characterization of closure fuzzy filters, and homomorphism of closure fuzzy filters. It is observed that the class of all closure fuzzy filters of a decomposable MS-algebra forms a bounded distributive lattice. We have also characterized the class of all closure fuzzy filters of a decopmposable MS-algebra in terms of boosters. Some properties of the homomorphic images and the inverse images of closure fuzzy filters are studied.
Title: Closure Fuzzy Filters of Decomposable MS-Algebras
Description:
Abstract
In this paper, we give some results of closure fuzzy filters of decomposable MS-algebras, characterization of closure fuzzy filters, and homomorphism of closure fuzzy filters.
It is observed that the class of all closure fuzzy filters of a decomposable MS-algebra forms a bounded distributive lattice.
We have also characterized the class of all closure fuzzy filters of a decopmposable MS-algebra in terms of boosters.
Some properties of the homomorphic images and the inverse images of closure fuzzy filters are studied.
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