Mathematics of Modality
Distributed for Center for the Study of Language and Information
Mathematics of Modality
274 pages | 6 x 9 | © 1993
Language and Linguistics: Formal Logic and Computational Linguistics
Philosophy: Logic and Philosophy of Language
Table of Contents
1: Metamathematics of Modal Logic
2: Semantic Analysis of Orthologic
3: Orthomodularity is not Elementary
4: Arithmetical Necessity, Provability and Intuitionistic Logic
5: Diodorean Modality in Minkowski Spacetime
6: Grothendieck Topology as Geometric Modality
7: The Semantics of Hoare’s Iteration Rule
8: An Abstract Setting for Henkin Proofs
9: A Framework for Infinitary Modal Logic
10: The McKinsey Axiom Is Not Canonical
11: Elementary Logics are Canonical and Pseudo-Equational
Bibliography
Index
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