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Springer Topological and Algebraic Structures in Fuzzy Sets Handbook

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Description

Topological and Algebraic Structures in Fuzzy Sets: A Handbook of Recent Developments in the Mathematics of Fuzzy Sets (Volume 20 in the Trends in Logic series) is a comprehensive Springer reference that bridges fuzzy sets, topology, algebra, and lattice theory. This handbook brings together internationally recognised authorities to explore deep mathematical aspects of fuzzy sets, with major studies covering uniformities and convergence structures, lattice-valued topology, modifications and extensions of sobriety, categorical aspects of lattice-valued subsets, logic and foundations of mathematics, and t-norms with associated algebraic and ordered structures. Ideal for researchers and mathematicians working at the intersection of fuzzy mathematics and foundational theory, this volume offers strategically organised content that clarifies complex concepts in modern fuzzy set theory and its applications to mathematical logic and structure.

Key Features

Covers major mathematical topics including uniformities, convergence structures, and lattice-valued topology within fuzzy sets research.

Features contributions from internationally recognised authorities in fuzzy sets, topology, and algebraic mathematics.

Explores categorical aspects of lattice-valued subsets and connections between fuzzy sets and logic foundations.

Examines t-norms and associated algebraic and ordered structures fundamental to fuzzy set theory.

Part of the Trends in Logic series (Volume 20), providing a comprehensive handbook of recent mathematical developments.

Bridges multiple mathematical disciplines including algebra, lattices, and topology in one integrated reference work.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
04 December 2010
Listed Since
01 October 2010

Barcode

No barcode data available

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