Table of Contents

Introduction
1: The classical logic
2: The third logical value of Lukasiewicz
3: Logic algebras and matrices
4: Many-valuedness
5: Lukasiewicz logics
6: Post logics
7: Three-valuedness of Kleene and Bochvar
8: Standard properties of many-valued constructions
9: Probability and many-valuedness
10: Classical characterization of many-valued logics
11: Quantifiers in many-valued logic
12: Intuitionism and the modal logics of Lewis
13: Fuzzy sets and Zadeh logic
14: Applications and significance of the topic
Bibliography
Author index
Subject index

Reviews

`informative ... The author provides an efficient survey of the large and rather diffuse literature on many-valued logics ... gives a very good overview for someone wishing to orient themselves in the field, and provides a substantial list of references for anyone wishing to follow up particular topics. It is the best introductory monograph in the field, and can be confidently recommended to students ... an excellent read.'
Alasdair Urquhart, University of Toronto, Notre Dame Journal of Formal Logic