Logic and information flow /
edited by Jan van Eijck and Albert Visser.
- 1 PDF (233 pages) : illustrations.
- Foundations of computing .
- Foundations of computing. .
Includes bibliographical references.
Logic and information flow / Jan van Eijck and Albert Visser -- A note on dynamic arrow logic / Johan van Benthem -- Axiomatizing dynamic predicate logic with quantified dynamic logic / Jan van Eijck -- How logic emerges from the dynamics of information / Peter G�ardenfors -- On action algebras / Dexter Kozen -- Logic and control : how they determine the behaviour of presuppositions / Marcus Kracht -- Classification domains and information links : a brief survey / Lawrence Moss and Jerry Seligman -- Process algebra and dynamic logic / Alban Ponse -- A roadmap of some two-dimensional logics / Vaughan Pratt -- Some new landmarks on the roadmap of two dimensional logics / H. Andreka, I. Nemeti, I. Sain -- Meeting some neighbours / Maarten de Rijke -- Actions under presuppositions / Albert Visser.
Restricted to subscribers or individual electronic text purchasers.
The thirteen chapters written expressly for this book by logicians, theoretical computer scientists, philosophers, and semanticists address, from the perspective of mathematical logic, the problems of understanding and studying the flow of information through any information-processing system.The logic of information flow has applications in both computer science and natural language processing and is a growing area within mathematical and philosophical logic. Consequently, Logic and Information Flow will be of interest to theoretical computer scientists wanting information on up-to-date formalisms of dynamic logic, and their possible applications; logicians who wish to expand their discipline beyond the realm of sound reasoning in the narrow sense; and philosophers who are looking at the nature of information and action, and at the relation between those concepts.Foundations of Computing series.
Mode of access: World Wide Web
9780262285421
Logic, Symbolic and mathematical. Natural language processing (Computer science) Computer science.