A New Introduction to Modal Logic / Edition 1

A New Introduction to Modal Logic / Edition 1

by M.J. Cresswell, G.E. Hughes
ISBN-10:
0415126002
ISBN-13:
9780415126007
Pub. Date:
08/15/1996
Publisher:
Taylor & Francis
ISBN-10:
0415126002
ISBN-13:
9780415126007
Pub. Date:
08/15/1996
Publisher:
Taylor & Francis
A New Introduction to Modal Logic / Edition 1

A New Introduction to Modal Logic / Edition 1

by M.J. Cresswell, G.E. Hughes
$54.95
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Overview

This long-awaited book replaces Hughes and Cresswell's two classic studies of modal logic: An Introduction to Modal Logic and A Companion to Modal Logic.
A New Introduction to Modal Logic is an entirely new work, completely re-written by the authors. They have incorporated all the new developments that have taken place since 1968 in both modal propositional logic and modal predicate logic, without sacrificing tha clarity of exposition and approachability that were essential features of their earlier works.
The book takes readers from the most basic systems of modal propositional logic right up to systems of modal predicate with identity. It covers both technical developments such as completeness and incompleteness, and finite and infinite models, and their philosophical applications, especially in the area of modal predicate logic.

Product Details

ISBN-13: 9780415126007
Publisher: Taylor & Francis
Publication date: 08/15/1996
Edition description: New Edition
Pages: 432
Product dimensions: 5.44(w) x 8.50(h) x (d)

About the Author

M.J. Cresswell, G.E. Hughes

Table of Contents

Preface, Part One: Basic Modal Propositional Logic, 1. The Basic Notions, 2. The Systems K, T and D, 3. The Systems S4, S5, B, Triv and Ver, 4. Testing for validity, 5. Conjunctive Normal Form, 6. Completeness, Part Two: Normal Modal Systems, 7. Canonical Models, 8. Finite Models, 9. Incompleteness, 10. Frames and Systems, 11. Strict Implication, 12. Glimpses Beyond, Part Three: Modal Predicate Logic, 13. The Lower Predicate Calculus, 14. The Completeness of Modal LPC, 15. Expanding Domains, 16. Modality and Existence, 17. Identity and Descriptions, 18. Intensional Objects, 19. Further Issues, Axioms, Rules and Systems, Solutions to Selected Exercises, Bibliography, Index
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