An Introduction to Fuzzy Sets
Analysis and Design
by Pedrycz, Gomide
ISBN: | Copyright 1998
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| Contents (pg. vii) | |
| Foreword (pg. xiii) | |
| Preface (pg. xv) | |
| Introduction (pg. xxi) | |
| I Fundamentals of Fuzzy Sets (pg. 1) | |
| 1 Basic Notions and Concepts of Fuzzy Sets (pg. 3) | |
| 2 Fuzzy Set Operations (pg. 31) | |
| 3 Information-Based Characterization of Fuzzy Sets (pg. 59) | |
| 4 Fuzzy Relations and Their Calculus (pg. 85) | |
| 5 Fuzzy Numbers (pg. 129) | |
| 6 Fuzzy Sets and Probability (pg. 151) | |
| 7 Linguistic Variables (pg. 165) | |
| 8 Fuzzy Logic (pg. 181) | |
| 9 Fuzzy Measures and Fuzzy Integrals (pg. 205) | |
| II Computational Models (pg. 219) | |
| 10 Rule-Based Computations (pg. 221) | |
| 11 Fuzzy Neurocomputation (pg. 265) | |
| 12 Fuzzy Evolutionary Computation (pg. 303) | |
| 13 Fuzzy Modeling (pg. 327) | |
| III Problem Solving with Fuzzy Sets (pg. 359) | |
| 14 Methodology (pg. 361) | |
| 15 Case Studies (pg. 399) | |
| Index (pg. 463) | |
Witold Pedrycz
Witold Pedrycz is Professor and Chair of Electrical and Computer Engineering at the University of Alberta.
Fernando Gomide
Fernando Gomide
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