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In this book, semicompactness of fuzzy topological spaces is studied from another angle of view where the notions of ordinary nets and filters are used.The notion of ideal is used to characterize different covering axioms such as fuzzy S-closedness, fuzzy beta-compactness, fuzzy beta-closedness and to find some new decompositions of fuzzy continuity. Some structural properties of fuzzy soft topological spaces are introduced and discussed. Compactness and Semicompactness of fuzzy soft topological spaces are studied. Some decompositions of fuzzy soft continuity are introduced.

Produktbeschreibung
In this book, semicompactness of fuzzy topological spaces is studied from another angle of view where the notions of ordinary nets and filters are used.The notion of ideal is used to characterize different covering axioms such as fuzzy S-closedness, fuzzy beta-compactness, fuzzy beta-closedness and to find some new decompositions of fuzzy continuity. Some structural properties of fuzzy soft topological spaces are introduced and discussed. Compactness and Semicompactness of fuzzy soft topological spaces are studied. Some decompositions of fuzzy soft continuity are introduced.
Autorenporträt
Dr. Pradip Kumar Gain is an Associate Professor, Department of Mathematics, Kharagpur College, West Bengal, India. He had completed his M.Sc and M.Phil. degrees from the Department of Pure Mathematics, University of Calcutta, Kolkata, West Bengal, India. Dr. Gain was awarded Ph. D. degree from Vidyasagar University, Midnapore, West Bengal, India.