Intensional logic has emerged, since the 1960' s, as a powerful
theoretical and practical tool in such diverse disciplines as
computer science, artificial intelligence, linguistics, philosophy
and even the foundations of mathematics. The present volume is a
collection of carefully chosen papers, giving the reader a taste of
the frontline state of research in intensional logics today. Most
papers are representative of new ideas and/or new research themes.
The collection would benefit the researcher as well as the student.
This book is a most welcome addition to our series. The Editors
CONTENTS PREFACE IX JOHAN VAN BENTHEM AND NATASHA ALECHINA Modal
Quantification over Structured Domains PATRICK BLACKBURN AND
WILFRIED MEYER-VIOL Modal Logic and Model-Theoretic Syntax 29 RUY
J. G. B. DE QUEIROZ AND DOV M. GABBAY The Functional Interpretation
of Modal Necessity 61 VLADIMIR V. RYBAKOV Logics of Schemes for
First-Order Theories and Poly-Modal Propositional Logic 93 JERRY
SELIGMAN The Logic of Correct Description 107 DIMITER VAKARELOV
Modal Logics of Arrows 137 HEINRICH WANSING A Full-Circle Theorem
for Simple Tense Logic 173 MICHAEL ZAKHARYASCHEV Canonical Formulas
for Modal and Superintuitionistic Logics: A Short Outline 195
EDWARD N. ZALTA 249 The Modal Object Calculus and its
Interpretation NAME INDEX 281 SUBJECT INDEX 285 PREFACE Intensional
logic has many faces. In this preface we identify some prominent
ones without aiming at completeness.
General
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