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Metamathematics of Fuzzy Logic (Trends in Logic (4)) by Petr Hájek is a nonfiction available to read on EtoBox.

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<p><p>this Book Presents A Systematic Treatment Of Deductive Aspects And Structures Of Fuzzy Logic Understood As Many Valued Logic Sui Generis. Some Important Systems Of Real-valued Propositional And Predicate Calculus Are Defined And Investigated. The Aim Is To Show That Fuzzy Logic As A Logic Of Imprecise (vague) Propositions Does Have Well-developed Formal Foundations And That Most Things Usually Named &#96;fuzzy Inference' Can Be Naturally Understood As Logical Deduction. <br>there Are Two Main Groups Of Intended Readers. First, Logicians&#58; They Can See That Fuzzy Logic Is Indeed A Branch Of Logic And May Find Several Very Interesting Open Problems. Second, Equally Important, Researchers Involved In Fuzzy Logic Applications And Soft Computing. As A Matter Of Fact, Most Of These Are Not Professional Logicians So That It Can Easily Happen That An Application, Clever And Successful As It May Be, Is Presented In A Way Which Is Logically Not Entirely Correct Or May Appear Simple-minded. (standard Presentations Of The Logical Aspects Of Fuzzy Controllers Are The Most Typical Example.) This Fact Would Not Be Very Important If Only The Bon Ton Of Logicians Were Harmed; But It Is The

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Author

Petr Hájek

Publisher

Springer Netherlands : Imprint : Springer

Published

1998

Language

EN

ISBN

9781402003707

Category

nonfiction

Subjects

Philosophy, Science, Mathematics