ISBN-10:
157586102X
ISBN-13:
9781575861029
Pub. Date:
04/01/1998
Publisher:
Center for the Study of Language and Inf
ISBN-10:
157586102X
ISBN-13:
9781575861029
Pub. Date:
04/01/1998
Publisher:
Center for the Study of Language and Inf
$35.0
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Overview

Modal logic originated in philosophy as the logic of necessity and possibility. Now it has reached a high level of mathematical sophistication and has many applications in a variety of disciplines, including theoretical and applied computer science, artificial intelligence, the foundations of mathematics, and natural language syntax and semantics.This volume offers an up-to-date perspective on the field, with contributions covering its proof theory, its applications in knowledge representation, computing and mathematics, as well as its theoretical underpinnings.

Product Details

ISBN-13: 9781575861029
Publisher: Center for the Study of Language and Inf
Publication date: 04/01/1998
Series: Center for the Study of Language and Information - Lecture Notes Series , #87
Pages: 400
Product dimensions: 6.00(w) x 9.00(h) x 1.10(d)

Table of Contents

1. Shakespearean modal logic: a labeled treatment of modal identity; 2. Terminological modal logic; 3. What are hybrid languages?; 4. On the degree of neighborhood incompleteness of normal modal logics; 5. Uniform interpolation, automata and the modal μ-calculus; 6. Fischer Servi's intuitionistic modal logic has the finite model property; 7. Topological next time logic; 8. On the incompleteness of modal logics of space: advancing complete modal logics of place; 9. Interpolation in Superintuitionistic and Modal Predicate Logics with Equality; 10. Mosaics and Cylindric Modal Logic of Dimension; 11. Cut-Free Indexed Calculi for Modal Logics Containing the Barcan axiom; 12. Minimal Knowledge States in Nonmonotonic Modal Logics; 13. Resolution is a Decision Procedure for Many Propositional Modal Logics; 14. On Strong Neighbourhood Completeness of Modal and Intermediate Propositional Logics; 15. Duality in Superintuitionistic and Modal Predicate Logics; 16. On the Relationship between Models of Parallel Computations; 17. On Isomorphisms between Canonical Frames; 18. Hyper Arrow Structures, Arrow Logics; 19. Atom structures; 20. An Overview of Interpretability Logic; 21. Fusions of Modal Logics Revisited.
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