Metamathematics of Fuzzy Logic

Metamathematics of Fuzzy Logic Front Cover
1 Reviews
1998-08-31
299 pages

Book Description

This book presents a systematic treatment of deductive aspects and structures of fuzzy understood as many valued sui generis. It aims to show that fuzzy as a of imprecise (vague) propositions does have well-developed formal foundations and that most things usually named ‘fuzzy inference’ can be naturally understood as logical deduction. It is for mathematicians, logicians, scientists, specialists in and knowledge , and developers of fuzzy logic.

Table of Contents

CHAPTER ONE I PRELIMINARIES
CHAPTER TWO I MANY-VALUED PROPOSITIONAL CALCULI
CHAPTER THREE I LUKASIEWICZ PROPOSITIONAL LOGIC
CHAPTER FOUR I PRODUCT LOGIC, GODEL LOGIC
CHAPTER FIVE I MANY-VALUED PREDICATE LOGICS
CHAPTER SIX I COMPLEXITY AND UNDECIDABILITY
CHAPTER SEVEN I ON APPROXIMATE INFERENCE
CHAPTER EIGHT I GENERALIZED QUANTIFIERS AND MODALITIES
CHAPTER NINE I MISCELLANEA
CHAPTER TEN I HISTORICAL REMARKS

Book Details

  • Title: Metamathematics of Fuzzy Logic
  • Author:
  • Length: 299 pages
  • Edition: 1998
  • Language: English
  • Publisher:
  • Publication Date: 1998-08-31
  • ISBN-10: 0792352386
  • ISBN-13: 9780792352389
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