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Mathematics of Fuzziness—Basic Issues

By: Xuzhu Wang,Da Ruan,Etienne E. Kerre

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Mathematics of Fuzziness—Basic Issues

By: Xuzhu Wang,Da Ruan,Etienne E. Kerre

Mathematics of Fuzziness – Basic Issues introduces a basic notion of ‘fuzziness’ and provides a conceptual mathematical framework to characterize such fuzzy phenomena in Studies in Fuzziness and Soft Computing. The book systematically presents a self-contained introduction to the essentials of mathematics of fuzziness ranging from fuzzy sets, fuzzy relations, fuzzy numbers, fuzzy algebra, fuzzy measures, fuzzy integrals, and fuzzy topology to fuzzy control in a strictly mathematical manner. It contains most of the authors’ research results in the field of fuzzy set theory and has evolved from the authors’ lecture notes to both undergraduate and graduate students over the last three decades. A lot of exercises in each chapter of the book are particularly suitable as a textbook for any undergraduate and graduate student in mathematics, computer science and engineering. The reading of the book will surely lay a solid foundation for further research on fuzzy set theory and its applications.

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Page Count

227

Publisher

Springer

Published Date

ISBN 10

3540783113

ISBN 13

9783540783114

Mathematics of Fuzziness—Basic Issues

By: Xuzhu Wang,Da Ruan,Etienne E. Kerre

Write a review Read reviews Take a Quiz Solve Book Puzzle

Mathematics of Fuzziness—Basic Issues

By: Xuzhu Wang,Da Ruan,Etienne E. Kerre

Mathematics of Fuzziness – Basic Issues introduces a basic notion of ‘fuzziness’ and provides a conceptual mathematical framework to characterize such fuzzy phenomena in Studies in Fuzziness and Soft Computing. The book systematically presents a self-contained introduction to the essentials of mathematics of fuzziness ranging from fuzzy sets, fuzzy relations, fuzzy numbers, fuzzy algebra, fuzzy measures, fuzzy integrals, and fuzzy topology to fuzzy control in a strictly mathematical manner. It contains most of the authors’ research results in the field of fuzzy set theory and has evolved from the authors’ lecture notes to both undergraduate and graduate students over the last three decades. A lot of exercises in each chapter of the book are particularly suitable as a textbook for any undergraduate and graduate student in mathematics, computer science and engineering. The reading of the book will surely lay a solid foundation for further research on fuzzy set theory and its applications.

Average ratings

N/A

5

0%

4

0%

3

0%

2

0%

1

0%

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Page Count

220

Publisher

Springer

Published Date

ISBN 10

3540870784

ISBN 13

9783540870784