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Category Theory, Homological And Universal Algebra
Mathematical objects are determined by - and understood by - the
network of relationships they enjoy with all the other objects of
their species. - Barry Mazur
- Applied Categories and Functors for Undergraduates Vladimir G. Ivancevic Tijana T. Ivancevic 2009
- Homological Algebra Notes Sean Sather-Wagstaff North Dakota State University 2008
- Abstract and Concrete Categories The Joy of Cats Jiri Amadek Horst Herrlich George E. Strecker
- A Course In Universal Algebra ** The Millennium Edition ** by Stanley N. Burris and H.P. Sankappanavar
- Basic Category Theory Jaap van Oosten Utrecht University The Netherlands Revised, July 2002
- Higher Operads, Higher Categories Tom Leinster William Hodge Fellow Institut des Hautes Etudes Scientifiques
- Category Theory Robert L. Knighten November 9, 2007
- Higher-Dimensional Categories: an illustrated guide book Eugenia Cheng and Aaron Lauda University of Cambridge
- Category Lecture Notes for ESSLLI Michael Barr McGill University Charles Wells Case Western Reserve University 1999
- Homological Algebra Yakov Kremnitzer Oxford University 2014
Derived Categories Dragan Milicic University of Utah- Algebraic Theory of D-Modules Dragan Milicic University of Utah
- HOMOLOGICAL ALGEBRA lecture notes Ivan Mirkovic University of Massachusetts Amherst 2013
- Category Theory E. L. Cheng University of Sheffield Michaelmas 2002
- Category Theory:An Introduction in four easy movements A.Schalk and H. Simmons University of Manchester
- General Algebra and Universal Constructions:An Invitation George M. Bergman University of Berkeley
- Homological Algebra lecture notes J.F. Jardine University of Western Ontario 2009
- Categories and Categorical Logic Part 1 Samson Abramsky and Nikos Tzevelekos Oxford University 2011
- Homological algebra Piotr Achinger University of California at Berkeley Spring 2012
- A CONCRETE INTRODUCTION TO CATEGORIES WILLIAM R. SCHMITT THE GEORGE WASHINGTON UNIVERSITY
- Algebraic K Theory lecture notes J.F. Jardine University of Western Ontario 2011
- Algebraic K -Theory Semester project Chaire of the Prof. Kathryn Hess Directed by Sverre Lune-Nielsen winter semester 2005-2006
- ALGEBRAIC K -THEORY CLARK BARWICK / Teaching/Lecture notes 18.917 MIT SPRING 2012
- CATEGORIES AND GROUPOIDS P. J. HIGGINS
- Derived categories Igor V. Dolgachev University of Michigan May 5,2009
- Category Theory B. Pareigis Universität München Summer 2004
- Category Theory Lecture Notes Daniele Turi University of Edinburgh September 1996 December 2001
- FIBRATIONS AND SHEAVES Garth Warner University of Washington
- Homotopy theories and model categories W. G. Dwyer and J. Spalinski University of Notre Dame
- Homological Algebra Peter Selick University of Toronto Notes
- Categories and Homological Algebra written by Laura Lynch from the lectures of Tom Marley University of Nebraska-Lincoln 1-1-2010
- Homological Algebra Peter Selick University of Toronto
- HOMOLOGICAL METHODS JENIA TEVELEV University of Massachusetts at Amherst 2012
- Higher Operads, Higher Categories Tom Leinster William Hodge Fellow Institut des Hautes ´ Etudes Scientifiques c 2003 Tom Leinster
- HOMOLOGICAL ALGEBRA Romyar Sharifi University Of Arizona
- Presheaves of spectra lecture notes J.F. Jardine University of Western Ontario 2005
- Simplicial presheaves lecture notes J.F. Jardine University of Western Ontario 2007
- Presheaves of spectra Fields Lectures J.F. Jardine University of Western Ontario May 7, 2007
- Algebraic K-Theory Hesselholt's MIT notes Mike Buss University of Virginia
- A Gentle Introduction to Category Theory Maarten M. Fokkinga University of Twente
- Categories Functors (Lecture Notes for Midlands Graduate School, 2012) Uday S. Reddy The University of Birmingham April 18, 2012
- Topos Theory and the Connections between Category and Set Theory - Category Vs SetTheory Matthew Graham Brandies University 2008
- Higher Category Theory with Operads Bruno VALLETTE University of Nice Sophia{Antipolis (Newton Institute, Cambridge) British Mathematical Colloquium March 27, 2013
- Universal Algebra part I Fall 2001 Don Pigozzi Professor Emeritus Iowa State University
- Universal Algebra part II Spring 2002 Don Pigozzi Professor Emeritus Iowa State University
- Homological algebra Paul Garrett University Of Minnesota 2010
- Algebraic K-Theory Notes taken by Howard Hiller 1973 Lecture notes of Daniel Quillen
- Categories and Functors Uday S. Reddy The University of Birmingham (Lecture Notes for Midlands Graduate School, 2013) April 7, 2013
- Category Theory Science University of Edinburgh September 1996 December 2001
- K -theory: An Introduction Eric M . Friedlander Northwestern University 2009
- MODULI SPACES AND INVARIANT THEORY JENIA TEVELEV University of Massachucetts University of Massachucetts