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An ontological and epistemological perspective of fuzzy set theory / I. Burhan Turken

By: Material type: TextTextPublication details: Amsterdam : Elsevier, 2006Description: 514 p. : ill. ; 25 cmISBN:
  • 0444518916
  • 9780444518910
Subject(s):
Contents:
Foundation -- Ch. 1. Introduction -- Ch. 2. Computing with words -- Ch. 3. Measurement of membership -- Ch. 4. Elicitation methods -- Ch. 5. Fuzzy clustering method -- Ch. 6. Classes of fuzzy set and logic theories -- Ch. 7. Equivalences in two-valued logic -- Ch. 8. Fuzzy-valued set and two-valued logic -- Ch. 9. Containment of FDCF in FCCF -- Ch. 10. Consequences of {D[subscript {0,1}], V[subscript {0, 1}]} theory -- Ch. 11. Compensatory "and" -- Ch. 12. Belief, plausibility and probability measures on interval-valued type 2 fuzzy sets -- Ch. 13. Veristic fuzzy sets of truthoods -- Ch. 14. Approximate reasoning -- Ch. 15. Interval-valued type 2 GMP -- Ch. 16. A theoretical application of interval-valued type 2 representation -- Ch. 17. A foundation for computing with words : meta-linguistic axioms.
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Holdings
Item type Current library Call number Copy number Status Date due Barcode
Open Shelf Open Shelf UMPLIB GAMBANG QA248.5 .T87 2006 (Browse shelf(Opens below)) 1 Available 0000027457

Foundation -- Ch. 1. Introduction -- Ch. 2. Computing with words -- Ch. 3. Measurement of membership -- Ch. 4. Elicitation methods -- Ch. 5. Fuzzy clustering method -- Ch. 6. Classes of fuzzy set and logic theories -- Ch. 7. Equivalences in two-valued logic -- Ch. 8. Fuzzy-valued set and two-valued logic -- Ch. 9. Containment of FDCF in FCCF -- Ch. 10. Consequences of {D[subscript {0,1}], V[subscript {0, 1}]} theory -- Ch. 11. Compensatory "and" -- Ch. 12. Belief, plausibility and probability measures on interval-valued type 2 fuzzy sets -- Ch. 13. Veristic fuzzy sets of truthoods -- Ch. 14. Approximate reasoning -- Ch. 15. Interval-valued type 2 GMP -- Ch. 16. A theoretical application of interval-valued type 2 representation -- Ch. 17. A foundation for computing with words : meta-linguistic axioms.

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