Fuzzy Topology

Ying-ming Liu (Sichuan Union Univ, China), Mao-kang Luo (Sichuan Univ, China)

$243.99

Hardback

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English

World Scientific Publishing Co Pte Ltd
28 February 1998

Set theory; Fuzzy set theory

Series: Advances In Fuzzy Systems-applications And Theory

"Fuzzy set theory provides us with a framework which is wider than that of classical set theory; various mathematical structures, whose features emphasize the effects of ordered structure, can be developed on the theory. Fuzzy topology is one such branch combining ordered structure with topological structure. This branch of mathematics emerged from the background - processing fuzziness, with locale theory, proposed from the angle of pure mathematics by the great French mathematician Ehresmann. It comprises, surpisingly, the two most active aspects of topology on the lattice, which affect each other. This book is a monograph which systematically reflects the up-to-date state of fuzzy topology. It emphasizes the so-called ""pointed approach"" and the effects of stratification structure appearing in fuzzy sets. The monograph can serve as a reference book for mathematicians, researchers and graduate students working in this branch of mathematics. After an appropriate rearrangement of the chapters and sections, it can also be used as a text for advanced undergraduates."

By: Ying-ming Liu (Sichuan Union Univ China), Mao-kang Luo (Sichuan Univ, China)
Imprint: World Scientific Publishing Co Pte Ltd
Country of Publication: Singapore
Volume: 9
Dimensions: Height: 230mm, Width: 152mm, Spine: 21mm
Weight: 658g
ISBN: 9789810228620
ISBN 10: 9810228627
Series: Advances In Fuzzy Systems-applications And Theory
Pages: 364
Publication Date: 28 February 1998
Audience: College/higher education , Professional and scholarly , Professional & Vocational , A / AS level , Further / Higher Education
Format: Hardback
Publisher's Status: Active

Lattices and operations on lattices; fuzzy topological spaces; operations on fuzzy topological spaces; convergence theory; connectedness; some properties related to gardinals; separation (I); separation (II); compactness; compactification; paracompactness; metrizability; uniformity; proximity; function spaces; relation between fuzzy topological spaces and locales.

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Fuzzy Topology

Ying-ming Liu (Sichuan Union Univ, China), Mao-kang Luo (Sichuan Univ, China)

$243.99

Hardback

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