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Category Theory:

Categories and Computer Science by R. F. C. Walters, July, 1993 Boundedly controlled topology : foundations of algebraic topology and simple homotopy theory by Douglas R. Anderson, Topology and Category Theory in Computer Science by R.F. Wachter, G. M. Reed, et all August, 1991 Papers in Honour of Bernhard Banaschewski: Proceedings of the Bb Fest 96, a Conference Held at the University of Cape Town, 15-20 July 1996, on Category Theory and Its Applications to Topology, by Bernhard Banaschewski, Christopher R. A. Gilmour, et all October, 2000 Semiotics and Disability: Interrogating Categories of Difference (Cultural Studies (New York, N.Y.).) by Linda J. Rogers, Beth Blue Swadener, May, 2001 Categories and Modules With K-Theory in View by A. J. Berrick, M. E. Keating, 15 January, 2000 From Passions to Emotions : The Creation of a Secular Psychological Category by Thomas Dixon, October, 2003 An Introduction to Category Theory by Viakalathur Sankrithi, Krishnan, June, 1981 The Feature Structure of Functional Categories: A Comparative Study of Arabic Dialects (Oxford Studies in Comparative Syntax) by Elabbas Benmamoun, February, 2002 A Realistic Theory of Categories : An Essay on Ontology by Roderick M. Chisholm, August, 1996

21. ATCAT
    Dalhousie University, Halifax. Weekly meetings.Category Science Math Algebra category theory Research Groups@CAT. @CAT (Atlantic category theory Seminar) is our weekly seminar in which topicsrelated to category theory (algebra, logic, topology, category theory itself  
    http://www.mscs.dal.ca/~pare/atcat.html

22. Category Theory - Wikipedia
    category theory. From Wikipedia, the free encyclopedia. Category This isthe Gelfand representation. History of category theory. Categories  
    http://www.wikipedia.org/wiki/Category_theory

23. Limit (category Theory) - Wikipedia
    Limit (category theory). In category theory, the limit of a functor generalizes thenotions of inverse limit and product used in various parts of mathematics.  
    http://www.wikipedia.org/wiki/Limit_(category_theory)

24. School On Category Theory And Applications
    University of Coimbra, Portugal; 1317 July 1999.Category Science Math Algebra category theory Events Past EventsSCHOOL ON category theory AND APPLICATIONS. This school is being organizedby the category theory Group of the University of Coimbra.  
    http://www.mat.uc.pt/~scta/

25. CT99
    Category Science Math Algebra category theory Events Past Events  
    http://www.mat.uc.pt/~ct99/

26. Ccard V2.0 - A Category Theory Card Game
    The official site for this abstract mathematical card game. You can download the deck as a gzipped Category Games Card Games Special Decks Ccard What is category theory? In a way, this game is still work in progress(as learning category theory is rather a journey than a goal).  
    http://www.verify-it.de/sub/ccard/

27. Basic Category Theory
    Basic category theory. Jaap van Oosten. It is, in the author's view, the very minimumof category theory one needs to know if one is going to use it sensibly.  
    http://www.brics.aau.dk/BRICS/LS/95/1/BRICS-LS-95-1/BRICS-LS-95-1.html

28. CoACT.html
    CENTRE OF AUSTRALIAN category theory (CoACT). A major project of the Centre isthe application of higher dimensional category theory to computer science.  
    http://www.maths.mq.edu.au/~street/CoACT.html

29. Category Theory -- From MathWorld
    Eric's other sites. Foundations of Mathematics , category theory v. CategoryTheory, The objects studied in category theory are called categories. Category.  
    http://mathworld.wolfram.com/CategoryTheory.html

30. Category Theory Authors/titles Recent Submissions
    category theory. Authors and titles for recent submissions.  
    http://arxiv.org/list/math.CT/recent

31. Category Theory Authors/titles Dec 2002
    category theory. Authors and titles for Dec 2002. Higgins Comments3 pages. Latex2E Subjclass Algebraic Topology; category theory  
    http://arxiv.org/list/math.CT/0212

32. Part III Category Theory
    Part III category theory. This is the main page for the Part III CategoryTheory course given in Cambridge in the academic year 20002001.  
    http://www.dpmms.cam.ac.uk/~leinster/categories/

33. Category Theory Seminar Mich 02
    DPMMS Research category theory Seminar Mich 02. category theory Seminarsfor Michaelmas Term 2002. Archive of category theory Seminars  
    http://www.dpmms.cam.ac.uk/Seminars/Category/

34. CT2000
    Villa Olmo, Como, Italy; 1622 July 2000.Category Science Math Algebra category theory Events Past EventsCT2000. International category theory Conference. Villa Olmo, Como, July 1622, 2000.If you see this, it probably means that your browser does not handle frames.  
    http://www.disi.unige.it/conferences/ct2000/

35. Category Theory And Aldor
    category theory in Aldor. The idea is to begin a library of Aldor categoriesand domains organized around category theory in the mathematical sense.  
    http://physics.bu.edu/~youssef/aldor/aldor.html

36. The Math Forum - Math Library - Cat. Theory/Homolgcl Alg.
    sites and Web pages relating to the study of mathematics. This pagecontains sites relating to category theory/Homological Algebra.  
    http://mathforum.org/library/topics/category_theory/

37. About "Applied And Computational Category Theory At RISC-Linz"
    Applied and Computational category theory at RISCLinz. Library Home Full Table of Contents Suggest a Link Library Help  
    http://mathforum.org/library/view/12862.html

38. Category Theory Reference
    category theory Reference. MetaCat. The metacategory of all categories.Image map; Postscript. (Generated by dot .). Index. Abcategory;  
    http://www.maths.qmul.ac.uk/~mh/categories/

39. Graphical Database For Category Theory
    Introduction; Download; Documentation; Bug Report; Contact Us. GDCTVersion 1.1 Webpage Page Modified by Matthew Graves June 27, 2002.  
    http://mathcs.mta.ca/research/rosebrugh/gdct/

40. Lars Birkedal / Teaching / Category Theory --- Fall 2000
    category theory Fall 2000. A number of applications of category theory to computerscience will also be covered, including some recent developments.  
    http://www.itu.dk/~birkedal/teaching/category-theory-Fall-2000/

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