Fundamentals of fuzzy sets

Foreword L.A. Zadeh. Preface. Series Foreword. Contributing Authors. General Introduction D. Dubois, H. Prade. Part I: Fuzzy Sets. 1. Fuzzy Sets: History and Basic Notions D. Dubois, et al. 2. Fuzzy Set-Theoretic Operators and Quantifiers J. Fodor, R.R. Yager. 3. Measurement of Membership Functions: Theoretical and Empirical Work T. Bilgic, I.B. Turksen. Part II: Fuzzy Relations. 4. An Introduction to Fuzzy Relations S. Ovchinnikov. 5. Fuzzy Equivalence Relations: Advanced Material D. Boixader, et al. 6. Analytical Solution Methods for Fuzzy Relational Equations B. De Baets. Part III: Uncertainty. 7. Possibility Theory, Probability and Fuzzy Sets: Misunderstandings, Bridges and Gaps D. Dubois, et al. 8. Measures of Uncertainty and Information G.J. Klir. 9. Quantifying Different Facets of Fuzzy Uncertainty N.R. Pal, J.C. Bezdek. Part IV: Fuzzy Sets on the Real Line. 10. Fuzzy Interval Analysis D. Dubois, et al. 11. Metric Topology of Fuzzy Numbers and Fuzzy Analysis P. Diamond, P. Kloeden. Index.