ক্যাটাগরি তত্ত্ব: সংশোধিত সংস্করণের মধ্যে পার্থক্য

*{{citeবই bookউদ্ধৃতি|title=Abstract and concrete categories|last1=Adámek |first1=Jiří |last2=Herrlich |first2=Horst |last3=Strecker |first3=George E.|publisher=John Wiley & Sons|year=1990|isbn=0-471-60922-6|url=http://katmat.math.uni-bremen.de/acc/acc.htm}}

<!--*{{citeওয়েব webউদ্ধৃতি|url=http://folli.loria.fr/cds/1999/library/pdf/barrwells.pdf|title=Category Theory Lecture Notes|year=1999|accessdate=11 December 2009-12-11|first1=Michael |last1=Barr |first2=Charles |last2=Wells}} Based on their book ''Category Theory for Computing Science'', [http://crm.umontreal.ca/pub/Ventes/desc/PM023.html Centre de recherches mathématiques CRM], 1999.

*{{citeবই bookউদ্ধৃতি|last=Freyd|first=Peter J.|title=Abelian Categories|publisher=Harper and Row|location=New York|year=1964|url=http://www.tac.mta.ca/tac/reprints/articles/3/tr3abs.html|authorlink=Peter J. Freyd}}

*{{citeবই bookউদ্ধৃতি |title=Categories, allegories |publisher=North Holland |year=1990 |series=North Holland Mathematical Library |volume=39 |last1=Freyd |first1=Peter J. |last2=Scedrov |first2=Andre |url=http://books.google.com/books?id=fCSJRegkKdoC |isbn=978-0-08-088701-2}}

*{{citeবই bookউদ্ধৃতি |first=Robert |last=Goldblatt |title=Topoi: The Categorial Analysis of Logic |url=http://books.google.com/books?id=AwLc-12-7LMC |year=2006 |publisher=Dover Publications |isbn=978-0-486-45026-1 |volume=94 |series=Studies in logic and the foundations of mathematics |edition=Reprint, revised |origyear=1979}}

*{{citeবই bookউদ্ধৃতি |first=William S. |last=Hatcher |title=The logical foundations of mathematics |url=http://books.google.com/books?id=qNXuAAAAMAAJ |year=1982 |publisher=Pergamon Press |series=Foundations & philosophy of science & technology |chapter=Ch. 8 |edition=2nd}}

*{{citeবই bookউদ্ধৃতি |first1=Masaki |last1=Kashiwara |first2=Pierre |last2=Schapira |title=Categories and Sheaves |url=http://books.google.com/books?id=K-SjOw_2gXwC |year=2006 |publisher=Springer |isbn=978-3-540-27949-5 |volume=332 |series=Grundlehren der Mathematischen Wissenschaften }}

*{{citeবই bookউদ্ধৃতি |first1=F. William |last1=Lawvere |first2=Robert |last2=Rosebrugh |title=Sets for Mathematics |url=http://books.google.com/books?id=h3_7aZz9ZMoC |year=2003 |publisher=Cambridge University Press |isbn=978-0-521-01060-3}}

*{{citeবই bookউদ্ধৃতি |first1=F. W. |last1=Lawvere |first2=Stephen Hoel |last2=Schanuel |title=Conceptual Mathematics: A First Introduction to Categories |url=http://books.google.com/books?id=h0zOGPlFmcQC |year=2009 |publisher=Cambridge University Press |isbn=978-0-521-89485-2 |edition=2nd |origyear=1997}}

*{{citeবই bookউদ্ধৃতি |last=Leinster |first=Tom |title=Higher operads, higher categories |publisher=Cambridge University Press |year=2004 |isbn=978-0-521-53215-0 |series=London Math. Society Lecture Note Series |volume=298 |url=http://www.maths.gla.ac.uk/~tl/book.html}}

*{{citeবই bookউদ্ধৃতি|last=Lurie|first=Jacob|title=Higher topos theory|publisher=Princeton University Press|year=2009|series=Annals of Mathematics Studies |volume=170|arxiv=math.CT/0608040}}

*{{citeবই bookউদ্ধৃতি |last=Mac Lane |first=Saunders |title=[[Categories for the Working Mathematician]] |publisher=Springer-Verlag |year=1998 |edition=2nd |series=Graduate Texts in Mathematics 5 |authorlink=Saunders Mac Lane |isbn=0-387-98403-8 |ref=harv}}

*{{citeবই bookউদ্ধৃতি |title=Algebra |last1=Mac Lane |first1=Saunders |first2=Garrett |last2=Birkhoff |publisher=Chelsea |year=1999| edition=2nd |isbn=0-8218-1646-2 |origyear=1967}}

*{{citeবই bookউদ্ধৃতি|last=May|first=Peter|title=A Concise Course in Algebraic Topology|publisher=University of Chicago Press|year=1999|isbn=0-226-51183-9}}

*{{citeবই bookউদ্ধৃতি |first=Mazzola |last=Guerino |title=The Topos of Music, Geometric Logic of Concepts, Theory, and Performance |publisher=Birkhäuser |location= |year=2002 |isbn=3-7643-5731-2 }}

* {{citeবই bookউদ্ধৃতি | zbl=1034.18001 | editor1-last=Pedicchio | editor1-first=Maria Cristina | editor2-last=Tholen | editor2-first=Walter | title=Categorical foundations. Special topics in order, topology, algebra, and sheaf theory | series=Encyclopedia of Mathematics and Its Applications | volume=97 | location=Cambridge | publisher=[[Cambridge University Press]] | year=2004 | isbn=0-521-83414-7 }}

*{{citeবই bookউদ্ধৃতি |first=Benjamin C. |last=Pierce |title=Basic Category Theory for Computer Scientists |url=http://books.google.com/books?id=ezdeaHfpYPwC |year=1991 |publisher=MIT Press |isbn=978-0-262-66071-6}}

*{{citeবই bookউদ্ধৃতি |title=An introduction to Category Theory in four easy movements |year=2005 |url=http://www.cs.man.ac.uk/~hsimmons/BOOKS/CatTheory.pdf |last1=Schalk |first1=A. |last2=Simmons |first2=H. |format=PDF}} Notes for a course offered as part of the MSc. in [[Mathematical Logic]], [[Manchester University]].

*{{citeবই bookউদ্ধৃতি|title=Homotopy theory of higher categories|last=Simpson|first=Carlos|arxiv=1001.4071}}, draft of a book.

*{{citeবই bookউদ্ধৃতি |first=Paul |last=Taylor |title=Practical Foundations of Mathematics |url=http://books.google.com/books?id=iSCqyNgzamcC |year=1999 |publisher=Cambridge University Press |isbn=978-0-521-63107-5 |series=Cambridge Studies in Advanced Mathematics |volume=59}}

*{{citeওয়েব webউদ্ধৃতি |url=http://www.dcs.ed.ac.uk/home/dt/CT/categories.pdf |title=Category Theory Lecture Notes |last=Turi |first=Daniele |date=1996–2001 |accessdate=11 December 2009}} Based on {{harvnb|Mac Lane|1998}}.

* {{citeবই bookউদ্ধৃতি|author=Jean-Pierre Marquis|title=From a Geometrical Point of View: A Study of the History and Philosophy of Category Theory|year=2008|publisher=Springer Science & Business Media|isbn=978-1-4020-9384-5}}

* {{citeওয়েব webউদ্ধৃতি |first1=J. |last1=Adamek |first2=H. |last2=Herrlich |first3=G. |last3=Stecker |title=Abstract and Concrete Categories-The Joy of Cats |format=PDF |url=http://katmat.math.uni-bremen.de/acc/acc.pdf}}

* {{citeওয়েব webউদ্ধৃতি |last=Baez |first=John |title=The Tale of ''n''-categories |year=1996 |work= |publisher= |url=http://math.ucr.edu/home/baez/week73.html}} — An informal introduction to higher order categories.

{{DEFAULTSORTপূর্বনির্ধারিতবাছাই:Category Theory}}