Information Flow by Jon Barwise, Jerry Seligman | Waterstones
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New Releases. Description Information is a central topic in computer science, cognitive science and philosophy. In spite of its importance in the 'information age', there is no consensus on what information is, what makes it possible, and what it means for one medium to carry information about another. Drawing on ideas from mathematics, computer science and philosophy, this book addresses the definition and place of information in society.
The authors, observing that information flow is possible only within a connected distribution system, provide a mathematically rigorous, philosophically sound foundation for a science of information. They illustrate their theory by applying it to a wide range of phenomena, from file transfer to DNA, from quantum mechanics to speech act theory.
Other books in this series. Modal Logic Patrick Blackburn. Add to basket.
Properties of Information Flow
Basic Simple Type Theory J. Basic Proof Theory A. Information Flow Jon Barwise. The Uncertain Reasoner's Companion J.
- Information Flow: The Logic of Distributed Systems.
- The Mad and the Bad.
- Segregations Science: Eugenics and Society in Virginia;
- Jon Barwise & Jerry Seligman, Information Flow. The Logic of Distributed Systems - PhilArchive.
Topology via Logic Steven Vickers. Computational Learning Theory M. Understanding Z J. Metamathematics, Machines and Goedel's Proof N. Nonmonotonic Reasoning Gerhard Brewka. Formal Specification and Design L. Table of contents Preface; Part I. Introduction: 1. Information flow: a review; 2. Information channels: an overview; 3. A simple distributed system; Part II. Channel Theory: 4. Classifications and infomorphisms; 5.
Operations on classifications; 6.
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Distributed systems; 7. Boolean operations and classifications; 8. State spaces; 9. Regular theories; Operations on theories; Boolean operations and theories; Situations and Attitudes , his second book, coauthored with Professor John Perry of Stanford, introduced the notion of situation semantics, a broadly philosophical and mathematical approach to the study of meaning in natural i. Situation semantics and situation theory are today one of several tools used by linguists studying the rules that determine the information content of sentences in a language.
Barwise's third book, The Liar: An Essay on Truth and Circularity , coauthored with Professor John Etchemendy of Stanford, combined ideas from situation semantics and insights of the British philosopher of language J. Austin to study circular or self-referential claims, such as the so-called Liar Paradox "What I am now saying is false". New developments in non-well-founded set theory by the mathematician Peter Aczel of Manchester University were used to give a precise, non-paradoxical model of these circular claims. With Professor Larry Moss of Indiana, Barwise continued to pursue the theory of non-well-founded sets and to apply it to a wide variety of circular phenomena in computer science, linguistics and logic.
- A Logic for Information Flow Analysis of Distributed Programs;
- Jon Barwise & Jerry Seligman, Information Flow: The Logic of Distributed Systems - PhilPapers.
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In his fifth research monograph, Information Flow: The Logic of Distributed Systems , coauthored with Jerry Seligman, Barwise proposed a theory of how information flows through complex systems as diverse as computers and natural languages. Central to this theory is the notion of an information channel, capable of preserving information as it is transmitted through a complex, causally interacting system.
Barwise's extensive contributions to logic went well beyond the topics of these five monographs. He authored or co-authored nearly articles on topics ranging from infinitary logic the logic of formal languages allowing infinitely long sentences to generalized quantifiers phrases like "most people," "few dogs," "many prime numbers" and heterogeneous inference reasoning that employs information represented in more than one form, such as a map and written directions.
In addition to his substantial research contributions, Barwise was deeply committed to the teaching of logic.
With Etchemendy, he developed numerous pieces of innovative courseware to help convey abstract concepts in logic. Barwise and Etchemendy shared the Educom Medal for their contribution to logic pedagogy. Educom is a nonprofit consortium of colleges, universities and other organizations dedicated to the transformation of higher education through the application of information technologies. It has institutional members and nearly corporate associates.
During the last year of his life, Barwise conducted an extensive e-mail correspondence with family, friends and colleagues, cataloging his courageous efforts to deal with and surmount his illness, and his philosophical reflections on life, death and logic. Box , Pt.