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![An Ontological and Epistemological Perspective of Fuzzy Set Theory An Ontological and Epistemological Perspective of Fuzzy Set Theory](https://kamami.pl/2495-large_default/an-ontological-and-epistemological-perspective-of-fuzzy-set-theory.jpg)
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Key features:
- Ontological grounding
- Epistemological justification
- Measurement of Membership
- Breakdown of equivalences
- FDCF is not equivalent to FCCF
- Fuzzy Beliefs
- Meta-Linguistic axioms
- Ontological grounding
- Epistemological justification
- Measurement of Membership
- Breakdown of equivalences
- FDCF is not equivalent to FCCF
- Fuzzy Beliefs
- Meta-Linguistic axioms
Table of Contents
Preface
Table of Contents
0. Foundation
1. Introduction
2. Computing with Words
3. Measurement of Membership
4. Elicitation Methods
5. Fuzzy Clustering Methods
6. Classes of Fuzzy Set and Logic Theories
7. Equivalences in Two-Valued Logic
8. Fuzzy-Valued Set and Two-Valued Logic
9. Containment of FDCF in FCCF
10. Consequences of D (0,1), V (0,1) Theory
11. Compensators "And"
12. Belief, Plausibility and Probability Measures on Interval-Valued Type 2 Fuzzy Sets
13. Veristic Fuzzy Sets of Truthoods
14. Approximate Reasoning
15. Interval-Valued Type 2 GMP
16. A Theoretical Application of Interval-Valued Type 2 Representation
17. A Foundation for Computing with Words: Meta-Linguistic Axioms
18. Epilogue
References
Subject Index
Author Index
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