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Fuzzy Set Theory — and Its Applications

  • Book
  • © 1985

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Authors:
  1. H.-J. Zimmermann
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Table of contents (15 chapters)

  1. Front Matter

    Pages i-xiii
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  2. Introduction to Fuzzy Sets

    1. Introduction to Fuzzy Sets

      • H.-J. Zimmermann
      Pages 1-7

  3. Fuzzy Mathematics

    1. Front Matter

      Pages 9-9
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    2. Fuzzy Sets—Basic Definitions

      • H.-J. Zimmermann
      Pages 11-23

    3. Extensions

      • H.-J. Zimmermann
      Pages 25-37

    4. Fuzzy Measures and Measures of Fuzziness

      • H.-J. Zimmermann
      Pages 39-45

    5. The Extension Principle and Applications

      • H.-J. Zimmermann
      Pages 47-60

    6. Fuzzy Relations and Fuzzy Graphs

      • H.-J. Zimmermann
      Pages 61-82

    7. Fuzzy Analysis

      • H.-J. Zimmermann
      Pages 83-101

    8. Possibility Theory vs. Probability Theory

      • H.-J. Zimmermann
      Pages 103-118

  4. Applications of Fuzzy Set Theory

    1. Front Matter

      Pages 119-119
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    2. Fuzzy Logic and Approximate Reasoning

      • H.-J. Zimmermann
      Pages 121-150

    3. Expert Systems and Fuzzy Control

      • H.-J. Zimmermann
      Pages 151-185

    4. Pattern Recognition

      • H.-J. Zimmermann
      Pages 187-212

    5. Decision Making in Fuzzy Environment

      • H.-J. Zimmermann
      Pages 213-260

    6. Fuzzy Set Models in Operations Research

      • H.-J. Zimmermann
      Pages 261-304

    7. Empirical Research in Fuzzy Set Theory

      • H.-J. Zimmermann
      Pages 305-339

    8. Future Perspectives

      • H.-J. Zimmermann
      Pages 341-342

  5. Back Matter

    Pages 343-363
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Reviews

The extensive bibliography as well as the excellent chapters on applications are of wide interest. Those teaching courses in fuzzy set theory, especially in a more practical rather than abstract context, would do well to consider this textbook. Information that is useful, clearly presented, and with the latest revisions, reflects much current research.Int. J. General Systems, Vol 21

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