An Ontological and Epistemological Perspective of Fuzzy Set Theory

Nonfiction, Computers, Advanced Computing, Artificial Intelligence, Science & Nature, Mathematics, General Computing
Cover of the book An Ontological and Epistemological Perspective of Fuzzy Set Theory by I. Burhan Türksen, Elsevier Science
View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart
Author: I. Burhan Türksen ISBN: 9780080525716
Publisher: Elsevier Science Publication: November 15, 2005
Imprint: Elsevier Science Language: English
Author: I. Burhan Türksen
ISBN: 9780080525716
Publisher: Elsevier Science
Publication: November 15, 2005
Imprint: Elsevier Science
Language: English

Fuzzy set and logic theory suggest that all natural language linguistic expressions are imprecise and must be assessed as a matter of degree. But in general membership degree is an imprecise notion which requires that Type 2 membership degrees be considered in most applications related to human decision making schemas. Even if the membership functions are restricted to be Type1, their combinations generate an interval – valued Type 2 membership. This is part of the general result that Classical equivalences breakdown in Fuzzy theory. Thus all classical formulas must be reassessed with an upper and lower expression that are generated by the breakdown of classical formulas.

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

View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart

Fuzzy set and logic theory suggest that all natural language linguistic expressions are imprecise and must be assessed as a matter of degree. But in general membership degree is an imprecise notion which requires that Type 2 membership degrees be considered in most applications related to human decision making schemas. Even if the membership functions are restricted to be Type1, their combinations generate an interval – valued Type 2 membership. This is part of the general result that Classical equivalences breakdown in Fuzzy theory. Thus all classical formulas must be reassessed with an upper and lower expression that are generated by the breakdown of classical formulas.

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

More books from Elsevier Science

Cover of the book History of Physiology by I. Burhan Türksen
Cover of the book Global Issues in Food Science and Technology by I. Burhan Türksen
Cover of the book Earth as an Evolving Planetary System by I. Burhan Türksen
Cover of the book Machining Technology for Composite Materials by I. Burhan Türksen
Cover of the book Asiatic Liver Fluke - From Basic Science to Public Health, Part A by I. Burhan Türksen
Cover of the book From Knowledge Abstraction to Management by I. Burhan Türksen
Cover of the book Neural Surface Antigens by I. Burhan Türksen
Cover of the book Handbook of Financial Econometrics by I. Burhan Türksen
Cover of the book Introduction to Naval Architecture by I. Burhan Türksen
Cover of the book Ghrelin by I. Burhan Türksen
Cover of the book Microdialysis in the Neurosciences by I. Burhan Türksen
Cover of the book Self-assembling Biomaterials by I. Burhan Türksen
Cover of the book Inverse Problems in Engineering Mechanics III by I. Burhan Türksen
Cover of the book Echinococcus and Echinococcosis, Part B by I. Burhan Türksen
Cover of the book Cryo-EM Part A: Sample Preparation and Data Collection by I. Burhan Türksen
We use our own "cookies" and third party cookies to improve services and to see statistical information. By using this website, you agree to our Privacy Policy