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Logics Philosophy:     more books (100)

Logic for Philosophy by Theodore Sider, 2010-01-22 Philosophical Logic (Princeton Foundations of Contemporary Philosophy) by John P. Burgess, 2009-07-06 Philosophy of Logic: 2nd Edition by W. V. Quine, 1986-06-06 Logic and Philosophy: A Modern Introduction by Alan Hausman, Howard Kahane, et all 2009-03-12 On the Philosophy of Logic (Wadsworth Philosophical Topics) by Jennifer Fisher, 2007-08-06 An Introduction to Gödel's Theorems (Cambridge Introductions to Philosophy) by Peter Smith, 2007-08-06 Choice and Chance: An Introduction to Inductive Logic by Brian Skyrms, 1999-11-04 Logic For Dummies by Mark Zegarelli, 2006-11-29 The Logic of Alice: Clear Thinking in Wonderland by Bernard M. Patten, 2009-01-29 The Concept of Logical Consequence: An Introduction to Philosophical Logic (American University Studies V: Philosophy) by Matthew W. McKeon, 2010-09-01 The Logic of Scientific Discovery (Routledge Classics) by Karl Popper, 2002-03-29 An Introduction to Philosophical Logic by Anthony C. Grayling, 2001-05-15 An Introduction to Non-Classical Logic: From If to Is (Cambridge Introductions to Philosophy) by Graham Priest, 2008-06-02 An Introduction to the Philosophy of Induction and Probability by L. Jonathan Cohen, 1989-04-20

lists with details

1. Philosophy Of Logics
   Philosophy of Logics. Philosophy of Logics by Authors Susan Haack Released 27 July, 1978 ISBN 0521293294 Paperback Sales Rank 272,427,  
   http://www.phil-books.com/Philosophy_of_Logics_0521293294.html
   
   Extractions: Philosophy of logic . . . well, a discipline which really must be learned at the feet of a master. But for us ordinary folk who have to get through logic courses, Haacks book, despite the odd title, is a masterpiece of lucidity, simplicity, and comprehensiveness, in a field where virtually all other entrees read like "greek" for the greekless, or . . . well, logic for the ? If you just heard something about logic and is looking for something interesting to read there may be easier and funnier books. But, if you have some knowledge of elementary formal logic and are motivated to take some time to learn about the philosophy of logic, this is a very rewarding book - its real modern analytic philosophy at its best.

2. Erkenntnis (JournalSeek)
   JournalSeek entry for Erkenntnis (Erkenntnis). by the label 'analytic philosophy'. It concentrates on those particular philosophy of mathematics logic philosophy of logic and all kinds of philosophical logics philosophy of  
   http://journalseek.net/cgi-bin/journalseek/journalsearch.cgi?field=issn&quer

3. Philosophy Of Logics - Bookchecker.com
   Philosophy of Logics. Author Susan Haack Paperback Cambridge University Press 27 July, 1978. Links to book stores where you can buy Philosophy of Logics.  
   http://www.booksearch.nu/0521293294

4. UTLOL - Journals - Erkenntnis
   in particular philosophy of mathematics; logic, philosophy of logic, and all kinds of philosophical logics philosophy of language; Ontology, metaphysics  
   http://www.lib.utexas.edu/journals/descriptions/erkenntniskluwer.html

5. Substructural Logics
   Substructural logics. Substructural logics are nonclassical logics weaker than classical by considerations from philosophy (relevant logics), linguistics (the Lambek calculus  
   http://plato.stanford.edu/entries/logic-substructural
   
   Extractions: MAY Substructural logics are non-classical logics weaker than classical logic, notable for the absence of structural rules present in classical logic. These logics are motivated by considerations from philosophy (relevant logics), linguistics (the Lambek calculus) and computing (linear logic). In addition, techniques from substructural logics are useful in the study of traditional logics such as classical and intuitionistic logic. This article provides a brief overview of the field of substructural logic. For a more detailed introduction, complete with theorems, proofs and examples, the reader can consult the books and articles in the Bibliography. Logic is about logical consequence . As a result, the

6. Peter Suber, "Non-Standard Logics"
   A Bibliography of NonStandard logics. Peter Suber, philosophy Department, Earlham College. Categorical logic. Combinatory logic. Conditional logic. Constructive logic. Cumulative logic. Deontic logic. Dynamic logic. Epistemic logic. Erotetic logic Haack, Susan. The philosophy of logics. Cambridge University Press, 1981  
   http://www.earlham.edu/~peters/courses/logsys/nonstbib.htm
   
   Extractions: A Bibliography of Non-Standard Logics Peter Suber Philosophy Department Earlham College In the kinds of non-standard logics included, this bibliography aims for completeness, although it has not yet succeeded. In the coverage of any given non-standard logic, it does not at all aim for completeness. Instead it aims to include works suitable as introductions for those who are already familiar with standard first-order logic. Looking at these non-standard logics gives us an indirect, but usefully clear and comprehensive idea of the usually hazy notion of "standardness". In standard first-order logics: Wffs are finite in length (although there may be infinitely many of them). Rules of inference take only finitely many premises. There are only two truth-values, "truth" and "falsehood". Truth-values of given proposition symbols do not change within a given interpretation, only between or across interpretations. All propositional operators and connectives are truth-functional. "p ~p" is provable even if we do not have p or ~p separately; that is, the principle of excluded middle holds.

7. OPP
   I've moved this blog to Movable Type. The philosophy papers blog can now be found here. the RoutleyMeyer semantics. logics are categorized as F-logics, for those proved decidable  
   http://philosophypapers.blogspot.com/
   
   Extractions: posted by Brian Weatherson Friday, July 11, 2003 FreE-Publications Australasian Journal of Logic Three Schools of Paraconsistency , Koji Tanaka Semantic Decision Procedures for Some Relevant Logics , Ross Brady This paper proves decidability of a range of weak relevant logics using decision procedures based on the Routley-Meyer semantics. Logics are categorized as F-logics, for those proved decidable using a filtration method, and U-logics, for those proved decidable using a direct (unfiltered) method. Both of these methods are set out as reductio methods, in the style of Hughes and Cresswell. We also examine some extensions of the U-logics where the method fails and infinite sequences of worlds can be generated. Notre Dame Philosophical Reviews Herman Rapaport - Review of John T. Lysaker's You Must Change Your Life: Poetry, Philosophy, and the Birth of Sense Subscription Publications Law and Philosophy , July 2003 Neutrality and Judicial Review , Schauer F.

8. Richard Zach - Assistant Professor Of Philosophy - University Of Calgary
   University of Calgary Non-classical logics, proof theory, philosophy of mathematics, history and philosophy of logic.  
   http://www.ucalgary.ca/~rzach/
   
   Extractions: Richard Zach Home CV Teaching Publications ... Philosophy Department Richard Zach is Associate Professor of Philosophy (effective July 1, 2004) at the University of Calgary. He joined the Department in 2001, after receiving a Ph.D. in Logic and the Methodology of Science at the University of California, Berkeley. Before coming to Calgary, he taught at UC Berkeley, Stanford University, and the University of Technology, Vienna. His teaching and research interests center on logic, especially: non-classical logics in computer science (temporal logics, many-valued and fuzzy logics), proof theory, the history and philosophy of logic, and the philosophy of mathematics. Research Interests Logic Philosophy of Mathematics History of Logic ... Publications Preprints available for download, abstracts. Curriculum Vitae Education Talks Service Miscellaneous Logicians appearing in LPL University of Calgary Links Logic and Language Research Group History and Philosophy of Science Research Group Calgary Peripatetic Research Group on Logic and Category Theory Department of Philosophy External Links Association for Symbolic Logic Committee on Logic Education of the ASL American Philosophical Association Canadian Philosophical Association ... h2so4 Magazine Other Information PGP Key: BE3639EC (call or email for fingerprint) Contact Information Department of Philosophy

9. Modal Logic
   Stanford Encyclopedia of philosophy. These include logics for belief, for tense and other temporal expressions, for the deontic (moral) expressions such as  
   http://plato.stanford.edu/entries/logic-modal/
   
   Extractions: OCT A list describing the best known of these logics follows. Logic Symbols Expressions Symbolized Modal Logic It is necessary that .. It is possible that .. Deontic Logic O It is obligatory that .. P It is permitted that .. F It is forbidden that .. Temporal Logic G It will always be the case that .. F It will be the case that .. H It has always been the case that .. P It was the case that.. Doxastic Logic Bx x believes that .. Necessitation Rule: If A is a theorem of K, then so is A. Distribution Axiom: (A B) A B). The operator by letting A = ~ ~A. In K, the operators and behave very much like the quantifiers (all) and (some). For example, the definition of from mirrors the equivalence of xA with ~ x~A in predicate logic. Furthermore

10. Index Of /staff/grestall
    Macquarie University philosophy of logic, substructural logics.  
    http://www.phil.mq.edu.au/staff/grestall/

11. Temporal Logic
    Goldblatt, R., 1987, logics of Time and Computation, Center for the Study of Language of Tense in R. Le Poidevin and M. MacBeath (eds.), The philosophy of Time  
    http://plato.stanford.edu/entries/logic-temporal/
    
    Extractions: DEC The term Temporal Logic has been broadly used to cover all approaches to the representation of temporal information within a logical framework, and also more narrowly to refer specifically to the modal-logic type of approach introduced around 1960 by Arthur Prior under the name of Tense Logic and subsequently developed further by logicians and computer scientists. Applications of Temporal Logic include its use as a formalism for clarifying philosophical issues about time, as a framework within which to define the semantics of temporal expressions in natural language, as a language for encoding temporal knowledge in artificial intelligence, and as a tool for handling the temporal aspects of the execution of computer programs. 1.1 Tense Logic

12. Guide To Philosophy On The Internet (Suber)
    A comprehensive collection of online philosophy resources. Wellorganized, easy to navigate, regularly updated. Institute of Practical philosophy. At logics. Imperial College, London. International Association for Computing and philosophy. International Association for Greek philosophy  
    http://www.earlham.edu/~peters/philinks.htm
    
    Extractions: Hippias Noesis , and this guide are in the process of merging. As of February 16, 2003, I will no longer update this guide. After eight years online, this is a hard decision but one forced by the press of other work. I plan to leave it online indefinitely and hope that enough links are still alive to make it useful.

13. Philosophy In Cyberspace
    This page, maintained at the University of Utrecht philosophy Department by and Reasoning Agents whose active research interests include logics of practical  
    http://www-personal.monash.edu.au/~dey/phil/logic.htm
    
    Extractions: http://pespmc1.vub.ac.be/AFOS/ AFOS (afos@plearn.edu.pl) is an international professional association of working scientists, theorists of science, linguists and logicians that was founded in 1993. This site provides detailed information on AFOS and links to its mailing list. Australian Logic Home Page

14. WCP 3 - III World Congress On Paraconsistency
    The WCP3 will take place in Toulouse (France) from 2831 July 2003, and will focus on mathematics, philosophy and applications of paraconsistent logics.  
    http://www.cle.unicamp.br/wcp3/

15. Many-Valued Logic
    Manyvalued logics are non-classical logics. They are and philosophy of Logic 2, 87-112. Chang, C.C. ( 1958) Algebraic analysis of many valued logics, Transactions American  
    http://plato.stanford.edu/entries/logic-manyvalued
    
    Extractions: APR Many-valued logics are non-classical logics. They are similar to classical logic because they accept the principle of truth-functionality, namely, that the truth of a compound sentence is determined by the truth values of its component sentences (and so remains unaffected when one of its component sentences is replaced by another sentence with the same truth value). But they differ from classical logic by the fundamental fact that they do not restrict the number of truth values to only two: they allow for a larger set W of truth degrees. The formalized languages for systems of many-valued logic (MVL) follow the two standard patterns for propositional and predicate logic, respectively: there are propositional variables together with connectives and (possibly also) truth degree constants in the case of propositional languages, there are object variables together with predicate symbols, possibly also object constants and function symbols, as well as quantifiers, connectives, and (possibly also) truth degree constants in the case of first-order languages.

16. Modal Logics And Philosophy Rod Girle
    Modal logics and philosophy Rod Girle. Author or Artist Rod Girle. Title Modal logics and philosophy Girle Rod Rod Girle Subject  
    http://www.fwag-warwickshire.co.uk/Rod-Girle-Modal-Logics-and-Philosop-209-621-4

17. Dr. Heinrich Wansing
    Institute of Logic and the philosophy of Science, Leipzig Substructural and non-classical logics, modal logic, proof-theoretic semantics, philosophy of logic, philosophy of language.  
    http://www.uni-leipzig.de/~logik/wansing/wansing.html
    
    Extractions: Dr. Heinrich Wansing University of Leipzig Institute of Logic and Philosophy of Science Augustusplatz 9 04109 Leipzig Germany Phone: +49 (0)341 9735773 Fax: +49 (0)341 9735798 e-mail: wansing@rz.uni-leipzig.de - non-classical logics, in particular modal, constructive and substructural logic - sequent-style proof systems, proof-theoretic semantics - deontic logics, normative systems - philosopohical logic in general - philosophy of language http://www.wins.uva.nl/ mdr/AiML The Logic of Information Structures, Springer Lecture Notes in AI 681, Springer-Verlag, Berlin, 1993. Displaying Modal Logic, to appear in: Trends in Logic Series, Kluwer Academic Publishers, Dordrecht, 1998. Non-classical Logics and Information Processing, Springer Lecture Notes in AI 619, Springer-Verlag, Berlin, 1992, with David Pearce. Knowledge and Belief in Philosophy and Artificial Intelligence, Akademie Verlag, Berlin, 1995, with Armin Laux. Negation. A Notion in Focus, Perspectives in Analytical Philosophy 7, de Gruyter, Berlin, 1996.

18. Modal Logics And Philosophy
    Modal logics and philosophy. Modal logics and philosophy by Authors Rod Girle Released June, 2001 ISBN 0773521496 Paperback Sales Rank 304,203,  
    http://www.phil-books.com/Modal_Logics_and_Philosophy_0773521496.html

19. Logics And The Philosophy Of Language - Message Boards - ICQ.com
    The SitePeople. ICQ Homepage. Free Downloads. People Search. Chat. Boards. Games. Web Tools. ICQ Anywhere. Friendship Cards. Help. Art Culture Message Boards logics and the philosophy of Language  
    http://boards.icq.com/boards/browse_folder?tid=9057

20. Emai A Friend About This Title: Philosophy Of Logics - Cambridge University Pres
    Related Areas philosophy. New titles email. For updates on new titles in philosophy. Tell a friend about this title. Would you like to email your friend about philosophy of logics. this title  
    http://titles.cambridge.org/emailfriend.asp?ISBN=0521293294

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