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9788173196157- 5face24eb5ab2d1e59b643df Fuzzy Topology, Second Edition 212pp/PB https://www.trendypaper.com/s/5b1a00c581a9afd8ff765190/662fa1df5105ccb6926b1247/iwdeqyn.jpg This book imparts latest developments in various properties of fuzzy topology viz., fuzzy set theory, fuzzy point and its neighbourhood structure, Fuzzy nets and Fuzzy convergence, Fuzzy metric, Different fuzzy compactness, Fuzzy connectedness, Fuzzy separation axioms and properties, Product spaces, Convex fuzzy sets and Fuzzy uniform spaces. New to this edition Table Of Contents: Preface / Acknowledgements / Fuzzy set theory / Fuzzy topological spaces / Fuzzy product induced spaces / Fuzzy nets and fuzzy convergence / Fuzzy metric spaces / Fuzzy compact spaces / Initial and final fuzzy topologies and the fuzzy Tychonoff theorem / Connectedness in fuzzy topological spaces / Fuzzy separation / Product spaces / Fuzzy uniform spaces / Index / References Audience Senior Graduate and Postgraduate Students Special Features: Large number of examples ? Counter examples, characterizations, implications ? References to original sources included 9788173196157-
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Narosa Publishing House Pvt. Ltd
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Fuzzy Topology, Second Edition   212pp/PB

Fuzzy Topology, Second Edition 212pp/PB

Author: N. Palaniappan

Brand: Narosa Publishing House Pvt. Ltd

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This book imparts latest developments in various properties of fuzzy topology viz., fuzzy set theory, fuzzy point and its neighbourhood structure, Fuzzy nets and Fuzzy convergence, Fuzzy metric, Different fuzzy compactness, Fuzzy connectedness, Fuzzy separation axioms and properties, Product spaces, Convex fuzzy sets and Fuzzy uniform spaces. New to this edition Table Of Contents: Preface / Acknowledgements / Fuzzy set theory / Fuzzy topological spaces / Fuzzy product induced spaces / Fuzzy nets and fuzzy convergence / Fuzzy metric spaces / Fuzzy compact spaces / Initial and final fuzzy topologies and the fuzzy Tychonoff theorem / Connectedness in fuzzy topological spaces / Fuzzy separation / Product spaces / Fuzzy uniform spaces / Index / References Audience Senior Graduate and Postgraduate Students Special Features: Large number of examples ? Counter examples, characterizations, implications ? References to original sources included

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