Literature for Introduction to Computational Logic

 
  • Vorlesung Introduction to Computational Logic


  • Biographies of important logicians


  • Andrews, Peter B.
    An Introduction to Mathematical Logic and Type Theory: To Truth Through Proof
    Kluwer Academic Publishers 2002
    AND p 2002:1 1.Ex

  • Baader, Franz and Nipkow, Tobias
    Term Rewriting and All That
    Cambridge University Press 1998
    BAA f 1998:1 1.Ex

  • Barendregt, Henk and Geuvers, Herman
    Proof-checking using Dependent Type Systems (Handbook of Automated Reasoning, Volume II, 1149--1240)
    Elsevier 2001
    eBook

  • Bertot, Yves and Casteran, Pierre
    Interactive Theorem Proving and Program Development
    Springer 2004
    BER y 2004:1 1.Ex

  • Bertot, Yves and Casteran, Pierre
    Interactive Theorem Proving and Program Development
    Springer 2004
    eBook

  • Blackburn, Patrick and Rijke, Maarten de
    Modal Logic (Cambridge Tracks in Theoretical Computer Science)
    Cambridge University Press 2002
    BLA p2 2002:1 1.Ex

  • Enderton, Herbert B.
    A Mathematical Introduction to Logic
    Academic Press 2002
    END h 2002:1 1.Ex

  • Fitting, Melvin
    First-Order Logic and Automated Theorem Proving (Second Edition)
    Springer 1996
    FIT m 1996:1 1.Ex

  • Forster, Thomas
    Logic, Induction and Sets
    Cambridge Univ. Press 2003
    FOR th 2003:1 1.Ex

  • Girrard, Jean-Yves
    Proof and Types
    Cambridge University Press 1993
    GIR j 1993:1 1.Ex

  • Girrard, Jean-Yves
    Proof and Types
    Cambridge University Press 1990
    eBook

  • Hindley, James Roger and Seldin Jonathan P.
    Lambda-Calculus and Combinators
    Cambridge University Press 2008
    HIN j 2008:1 1.Ex

  • Luo, Zhaohui
    Computation and Reasoning: A Type Theory for Computer Science
    Oxford University Press 2002
    LOU z 2002:1 1.Ex

  • Luo, Zhaohui
    Computation and Reasoning: A Type Theory for Computer Science
    Oxford University Press 1994
    eBook

  • Prawitz, Dag
    Natural deducation - a proof-theoretical study
    Dover Publications 2006
    PRA w3 2006:1 1.Ex

  • Troelstra, Anne Sjerp (Ltg.) and Schwichtenberg, Helmut
    Basic proof theory
    Cambridge University Press 2000
    TRO a 2000:1 1.Ex

Automatically generated Thu Aug 11 18:36:41 2011