28
Jun 15
  1. Algebraic Topology and Geometric Topology

  2. For general continuous curves, it's not that a simple proof [of the Jordan curve theorem] is not possible, it's that it's not desirable. The true content of the result is homology theory, which proves the separation result in n dimensions. There are special proofs in 2D that are simpler, but every such proof that I have seen feels like a one-night stand. - Greg Kuperberg

  3. Basic Topology II Algebraic Topology Laurence Taylor University of Notre Dame Fall 2014 
  4. Simplicial Homology — A Short Course Katsuro Sakai  University of Tsukuba
  5. Lots About Knots - UCLA Department of Mathematics
  6. Spectra and stable  homotopy theory Lectures delivered by Michael Hopkins Harvard University  Notes by Akhil Mathew Fall 2012
  7. Finite spaces and larger contexts J. P. May University of Chicago
  8. Algebraic Topology 2012{13 Part A: Semester 1 Dr E Cheng Department of Mathematics,
    University of Sheffield
  9. Algebraic  Topology II John Rognes University of Oslo November 22nd 2011
  10. COURSE 465, SPRING 2010: TOPOLOGY OF MANIFOLDS J. FRANCIS Northwestern University
  11. Algebraic Topology I Lectures delivered by Michael Hopkins Notes by Akhil Mathew
    Harvard University Fall 2010
  12. Algebraic Topology Roberto Catenacci Universita di Trieste
  13. Algebraic Topology Lectured by P. T. Johnstone University of Cambridge Lent Term
    2011
  14. THREE DIMES OF TOPOLOGY A. Candel Class Notes for Math 262, Winter 95-96, The
    University of Chicago
  15. Algebraic Topology Notes: Homotopy Theory Alex Nelson September 29, 2011
  16.  Algebraic Topology Notes of the Lecture by G. Mislin Thomas Rast Luca Gugelmann ETHZ Wintersemester 05/06
  17. Lecture Notes in Algebraic Topology (Revised) James F. Davis Paul Kirk  Indiana University
  18. The Algebraic Topology: A Beginner's Course Video Lectures at Infocobuild 
  19. Topology: Bordism-Old and New Daniel Freed University of Texas M392C
  20. Algebraic Topology Andreas Kriegl WS 2011 Universiat Wien
  21. Exercises for Algebraic Topology WS 2011 Andreas Kriegl
  22. Algebraic Topology by Will Merry University of Cambridge 2007
  23. Algebraic Topology: Spectral Sequences Daniel A. Ramras Michigan State University 
  24. Algebraic Topology-2008/2009 Semester 1 Jie Wu National University of Singapore
  25.  Algebraic  Topology (second semester 2011/2012) Moritz Groth and Ieke Moerdijk
    Radboud University
  26. Differential Topology, de Rham Theory and Morse Theory  Michael Muger  Radboud University  2005
  27. Algebraic Topology Class Notes Lectures by Denis Sjerve notes by Benjamin Young University of British Columbia Spring 2005
  28. Topology of  Manifolds Mike Usher University of Georgia MATH 8210 LECTURE NOTES,
    PART 2 2011
  29. Differential Topology Lectures by John Milnor, Princeton University, Fall term 1958 Notes by James Munkres
  30. ALGEBRAIC TOPOLOGY NOTES, PART I: HOMOLOGY JONATHAN A. HILLMAN University of Sydney 2003
  31. DIFFERENTIAL TOPOLOGY AND MORSE THEORY DIRK SCHUTZ Department of Mathematical
    Sciences University of Durham 2006
  32. Geometric Topology: Bordism- Old and New Dan Freed M392C University of Texas 
  33. Differential Topology MTH 628 University of Buffalo Lecture Notes
  34. Books, papers, theses, notes, links etc. On Topology and Geometry-Mostly Classic Sources from the United Kingdom
  35. ELEMENTARY APPLIED TOPOLOGY Robert Ghrist University of Pennsylvania  Ghrist's recently published book remains available online in downloadable PDF format chapters.
  36. Topology And Geometry I Oleg Viro SUNY Stonybrook University Fall 2012.
  37. Algebraic Topology:an introduction Mikhail Khovanov Columbia University W4053
  38. ScannedPDF Post of Textbook, HOMOTOPIC TOPOLOGY by A.Fomenko, D.Fuchs,
    and V.Gutenmacher
  39. Algebraic Topology I Handwritten Scanned Notes Igor Kriz University of Michigan
  40. Algebraic Topology II Igor Kriz University of Michigan Scanned Notes 2012
  41. Algebraic Topology MATH 529 Mathieu Stiénon Penn State - Fall 2012
  42. Complete Lecture Notes on Algebraic Topology Jie Wu Department of Mathematics, National
    University of Singapore
  43. Topology Lecture Notes Thomas Ward, UEA June 4, 2001
  44. The Geometry and Topology of Three-Manifolds by William P. Thurston Princeton University 
  45. Geometric and Algebraic Topology I  Jean-Luc Thiffeault University of Wisconsin-Madison  Spring 2011  (handwritten lecture notes)
  46. Algebraic Topology Mitschri der Vorlesung von  M. Michalogiorgaki Tobias Berner Universität Zürich Frühjahrssemester 2009
  47. Symplectic Geometry and Topology 2009-2010 Math 8230 Mike Usher University of Georgia
    lecture notes
  48. Algebraic Topology M382C Michael Starbird Fall  2007
  49.  
  50. Geometric Analysis and Topology Ryan Blair University of Pennsylvania Math 600 Fall 2010
  51. Geometric Topology: 3-Manifolds graduate course Ryan Blair University of Pennsylvania   
  52. A Concise Course in Algebraic Topology J. P. May
  53. Simplical Objects in Algebraic Topology by Peter May
  54.  Algebraic Topology Paul Yiu Department of Mathematics Florida Atlantic University Summer
    2006 Friday, June 23
  55. Algebraic Topology Lectured by P. T. Johnstone Lent Term 2011
  56. Convex Sets, Polytopes, Polyhedra, Combinatorial Topology, Voronoi Diagrams and
    Delaunay Triangulations Jean Gallier  University of Pennsylvania
  57. Algebraic Topology Len Evens Northwestern University Rob Thompson  City University of New York
  58. Algebraic Topology Andreas Kriegl  SS 2006,
  59. Algebraic Topology 2011{12 Part A: Semester 1 Eugenia Cheng  University of Sheffield  September 27, 2011
  60. Algebraic Topology 2012–13 Part B: Semester 2  E Cheng  University of Sheffield  Notes taken by Alex Corner
  61. Topology of Manifolds MATH 8210 LECTURE NOTES Part 1 FALL 2011 MIKE USHER University of
    Georgia
  62. Convex Sets, Polytopes, Polyhedra, Combinatorial Topology, Voronoi Diagrams and Delaunay Triangulations Jean Gallier  University of Pennsylvania January 28, 2012
  63. TOPOLOGY OF DIFFERENTIABLE MANIFOLDS D. MARTINEZ TORRES Techical University of
  64. Lisbon
  65. DUALITY, MANIFOLDS AND SOME ALGEBRAIC TOPOLOGY VIPUL NAIK University of Chicago 
  66. Algebraic topology Benson Farb University of Chicago CLASS NOTES, Fall 2012 
  67. Symplectic Topology and Floer Homology Yong-Geun Oh  University of Wisconsin/ University of Science and Technology, Pohang, Korea
  68. ALGEBRAIC TOPOLOGY NOTES, PART I: HOMOLOGY JONATHAN A. HILLMAN
  69. ALGEBRAIC TOPOLOGY NOTES, PART II: FUNDAMENTAL GROUP JONATHAN A. HILLMAN University of Sydney
  70. Algebraic Topology I Notes: Higher homotopy groups and obstruction theory Michael Hutchings University of California Berkeley February 17, 2011
  71. Algebraic Topology; MATHS 750 lecture notes
  72. Topology:Notes on the Atiyah-Singer Index Theorem Liviu I. Nicolaescu Notes for a topics in
    topology course, University of Notre Dame, Spring 2004, Spring 2013.
    Last revision: April 20, 2013
  73. Topics in topology. Fall 2008. The signature theorem and some of its applications 1 Liviu
    I. Nicolaescu UNIVERSITY OF NOTRE DAME
  74. Microlocal Investigations of Shape Notes for \Topics in topology" class, Fall
    2006. Last updated: December 6, 2006 Liviu I. Nicolaescu
  75. Topology and Modern Geometry Anatole Katok Alexey Sossinsky
  76. Topology: "An elementary illustrated introduction to simplicial sets" Greg Friedman Texas Christian University March 29,
  77. Algebraic Topology II Hilary Term 2011 Part I (Sections 1 and 2) David R. Wilkins 1988{2011Module
  78. Algebraic Topology Lectures by Benson Farb Notes by Zev Chonoles The University
    of Chicago Math 317 Fall 2012
  79. Symplectic Geometry and Topology LECTURE NOTES MIKE USHER University of Georgia MATH 8230
    SPRING 2010
  80. General Topology Jan University Ho ?za 74, 00-682, Warszawa, Poland Lecture notes, version
    of Jan. 2005 January 25, 2006
  81. Geometric Topology Lectures Jacob Lurie Harvard University "Topics in geometric topology"
  82. Algebraic Topology 2012: Some motivating problems Math 317 UofChicago Benton
    Farb 2013
  83. Topics in topology. Fall 2008. The signature theorem and some of its applications Liviu
    I. Nicolaescu UNIVERSITY OF NOTRE DAME, NOTRE DAME, IN
    46556-4618. E-mail address: [email protected] URL:
    http://www.nd.edu/˜lnicolae
  84. Topological methods in 3–dimensional contact  geometry An illustrated introduction to Giroux’s convex surfaces theory Patrick Massot Notes for the Nantes summer school in Contact
    and Symplectic Topology June 2011 Revised version
  85. Differential Forms and Algebraic Topology Peter J. Kahn Cornell University August 26, 2004
  86. Differential Topology Bjørn Ian Dundas University of Bergen 2013
  87.  Prerequisites in algebraic topology for motivic homotopy theory Bjørn Ian Dundas University of Bergen 2005
  88. Geometric Topology MATH 2141 and MATH 2151 Dirk Schutz University of Durham 
  89. Home Page Paul Selick Complete Notes For Graduate Algebra, Topology and Homological
    Algebra 2012 University of Toronto
  90. Topology Seminar: Atiyah-Singer Index Theorem Part III Lecture Notes Anthony Wasserman Michaelmas 1996
  91. TOPOLOGY 2 A.B.Sossinsky  Math in Moscow Lecture Notes Fall 2009 
  92. Topology course notes Aisling McCluskey and Brian mcMaster ETH Zurich 1997
  93. ALGEBRAIC TOPOLOGY M. S. NARASIMHAN S. RAMANAN R. SRIDHARAN K. VARADARAJAN Tata Institute of Fundamental Research, Bombay School of Mathematics Tata Institute of
    Fundamental Research, Bombay 1964
  94. Dffierential Topology C. T. C. Wall 1962 - 1964
  95. Topology: The Classification theorem for Surfaces By E. C. Zeeman Topology: An Extension
    of Zeeman's An Introduction to Topology University of California,
    Santa Barbara Author: Jennifer Liu Supervisor: Martin Scharlemann
  96. Topology M367K Michael Starbird University of Texas June 5, 2008
  97. Geometry and Topology: Seven Lectures by Raoul Bott Symplectic topology:An
    Introduction  Lecture notes Sergei Tabachnikov Professor Pennsylvania
    State University
  98. Algebraic Topology — plan of lectures Fedor Duzhin NTU April 20, 2011
  99. Fedor Duzhin Knots and Surfaces: Introduction to Topology MTH313 lecture notes
  100. A Topology Primer Klaus Wirthmüller Technische Universität Kaiserslautern
  101. Algebraic Topology Klaus Wirthmüller Technische Universität Kaiserslautern
  102. Introduction to Symplectic Topology (Autumn 2012) Alex Zamorzaev Stanford University: The unofficial notes for Math 257A, Autumn 2012 at Stanford University.
  103. Topics in Algebraic Topology: The Sullivan Conjecture Jacob Lurie Harvard/given at MIT Fall 2007 Lecture Notes This section provides the lecture notes from the course and information on lecture topics.
  104. Algebraic Topology  Kiyoshi Igusa Math 121b Brandies University Spring 2006/ Spring 2009 Kiyoshi Igusa is a Japanese decended and American educated topologist well known at Brandies University among graduate students for the remarkable completeness, clarity and beauty of his lectures and the
    resulting notes. I'm happy to say virtually all his notes for courses and lectures at Brandies are available online and his reputation is very well deserved indeed. These notes for the second semester of graduate
    algebraic topology are relatively brief, but they are tremendously clear and the same time,totally modern.They are particularly useful for clarifying several sections of Hatcher's book,which are murky. Anyone studying algebraic topology for the first time will find them very helpful in connection with Hatcher's book-which should come as no surprise since Igusa got his PHD under Allen Hatcher when Hatcher was a young professor at Princeton! These aren't the best notes I've seen-there are notes here of both greater depth and breadth on the subject. But they are quite readable and clear and will be of use to any student taking algebraic topology.
  105. Geometry and Topology II Differential Manifolds Mohammad Ghomi Georgia Tech 2007
  106. DIFFERENTIAL TOPOLOGY SPRING 2012 MTH 628 Bernard Badzioch University of Buffalo Spring 2012
  107. Topics in Differential Topology Blaine Lawson Jr. Notes by Somnath Basu Binghamton University
  108. BASIC SURVIVAL TOOLS F OR MATHEMA TICS. ERIN P . J. PEARSE Cornell University
  109. Algebraic Topology Seminar:Introduction Igor Kriz  University of Michigan
  110. Geometric Topology in Dynamical Systems Kurt Vinhage Penn State University MASS
  111. Geometric Topology Chris Leininger University of Illinois at Chicago Math 595 Fall 2011
    Homepage and Course Materials
  112. Topology And Set Theory:An Introduction Ronald C. Freiwald Washington University in St.
    Louis Copyright 2010
  113. Geometric Topology Localization, Periodicity, and Galois Symmetry (The 1970 MIT notes) by
    Dennis Sullivan Edited by Andrew Ranicki
  114. Piecewise Linear Topology by J.F.P.Hudson, originally published by Benjamin (1969)
  115. LECTURES ON THE h-COBORDISM THEOREM JOHN MILNOR L. SIEBENMANN AND J. Sondow  PRINCETON UNIVERSITY 1965 
  116. SEMINAR ON COMlBINATORIAL TOPOLOGY by Erio-Christopher ZEEMAN INSTITUT DES HAUTES
    ETUDES SCIENTIFIQUES 1 9 6 3
  117. SEMINAR ON COMBINATORIAL TOPOLOGY by Christopher ZEEMAN Warwick 1966 
  118. Differential Topology C.T.C.Wall's Part III course (Cambridge, 1960-1961). Retyped by Shu
    Otsuka (2011).
  119. Topology: Lectures on Characteristic Classes by John Milnor, with notes by James Stasheff
    Spring 1957 Princeton University
  120. Topology and Groups | Mathematical Institute - University of Oxford
  121. Algebraic Topology | Mathematical Institute -
  122. Analytic Topology | Mathematical Institute - University of Oxford
  123. Differential topology and Morse theory (MAGIC002)
  124. Topology of Manifolds course by Wienberger notes by Ian Shipman University of
    Michigan 2007
  125. Topology: Classification of Manifolds John Francis Northwestern University Math
    465 Spring 2010 Homepage and Lecture Notes
  126. The h-principle in topology John Francis Math 516 Northwestern University Springl 2011
    Homepage and Lecture Notes
  127. ALGEBRAIC TOPOLOGY BORIS BOTVINNIK University of Oregon
  128. Algebra and Topology  Pierre Schapira 12/2012, Course at University of Luxemburg, v4
  129. Algebraic Topology by Allen Hatcher Cornell University
  130. Spectral Sequences in Algebraic Topology by Allen Hatcher Cornell University A downloadable textbook in algebraic topology
  131. Topology of Numbers by Allen Hatcher Cornell University 
  132. Algebraic Topology By  George de Rham Notes by V.J. LalBasic
  133. 3-Manifold Topology Allen Hatcher Cornell University
  134. String Topology Ralph L. Cohen 1 Stanford University 
  135. Alexander A. Voronov 1 School of Mathematics University of Minnesota 206 Church St. S.E.
    Minneapolis, MN 55455 [email protected] March 23, 2005
  136. Topics in Algebraic Topology: The Sullivan Conjecture | Mathematics | MIT
    OpenCourseWare
    The goal of this course is to describe some of the tools which enter
    into the proof of Sullivan's conjecture.
  137. Point-Set  Topology Lecture Notes Allen Hatcher Cornell University
  138. Math 151b, Algebraic and Geometric Topology ALGEBRAIC TOPOLOGY Laurentiu Maxim.
    University of Wisconsin Madison MATH 853 Fall 2012 Homepage and
    Lecture notes
  139. Algebraic Topology II MATTHEW ANDO University of Wisconsin Urbana-Champaign Math 526 Lecture notes
  140. Topology Nathan Dunfield University of Wisconsin Urbana Champlaign Math 525
    Fall 2009 Course Materials
  141. Geometry and Topology I At CalTech Nathan Dunfield University of Wisconsin Urbana Course Materials Winter 2006
  142. Algebraic Topology Charles Rezk University of Wisconsin Urbana Champlain Course Materials
  143. Graduate Topology Stephan Stolz University of Notre Dame Course Materals 
  144. Geometry and Topology David Glickenstien University of Arizona Math 534A Fall 2010
    Course Materials
    Math 534A
  145. TOPICS IN TOPOLOGY AND HOMOTOPY THEORY Garth Warner University of Washington
  146. DIFFERENTIAL TOPOLOGY Joel W. Robbin University of Wisconsin Madison Dietmar A. Salamon ETH Zurich 9 June 2011
  147. Algebraic topology I Micheal Hutchings Math 215a UC Berkeley Fall 2007
  148. Algebraic topology II Micheal Hutchings Math 215b UC Berkeley, Spring 2011
  149. Algebraic Topology G.K. Srinivasan IIT  Bombay lecture notes
  150. Seiberg-Witten Invariants (Revised Second Edition) John Douglas Moore July, 2010
  151. Knot Theory Mikhail Khovanov Columbia University W4052 section 001
  152. Metric and Topological Spaces John Roe Penn State University
  153.  Cyclic Homology Theory Jean-Louis Loday Notes taken by Pawe l Witkowski October 2006
  154. Fibre Bundles, Part III Course Notes Prof. B. J. Totaro University of Cambridge Michælmas
    2004
  155. Finite spaces and larger contexts J. P. May University of Chicago 2013
  156. Local Homotopy Theory lecture notes J.F. Jardine University of Western Ontario 2010
  157. Homotopy Theory lecture notes J.F. Jardine University of Western Ontario 2010
  158. THE GENERALIZED MAYER-VIETORIS PRINCIPLE AND SPECTRAL SEQUENCES LIVIU I. NICOLAESCU University of Notre Dame  
  159. KNOTS KNOTES JUSTIN ROBERTS USCD 2008
  160. Equivariant Homotopy Theory Lectures by Micheal Hapkins Harvard University 2010
  161. Notes by Christopher J. Schommer-Pries November 16, 2011
  162. Topology  I Course Notes Revised, Fall 2005, and Fall 2008  University of California, Riverside
    Mathematics Authors Unknown 205A
  163. SPECTRAL SEQUENCES Lecture notes S.A. MERKULOV Stockholm University
  164. ALGEBRAIC AND  GEOMETRIC SURGERY by Andrew Ranicki
  165. Surfaces: (almost) everything you wanted to know about them lectures by Anatole Katok
    notes taken and TeXed by Vaughn Climenhaga
  166. Homotopy theory lecture notes Thomas Baird University of Newfoundland Fall
  167. Vector Bundles and K-Theory Klaus Wirthmüller Technische Universität Kaiserslautern
  168. Geometric Knot Theory 1: Knot invariants defined by minimizing curve invariants Jason
    Cantarella University of Georgia ICTP Knot Theory Summer School,
    Trieste, 2009
  169. Geometric Knot Theory 2: Ropelength and Tight Knots Jason Cantarella University of Georgia
    ICTP Knot Theory Summer School, Trieste, 2009
  170. Algebra and Dynamics Curtis T. McMullen Harvard University September 27, 2012
  171. Dynamical Systems Math 118, Spring 2000 Shlomo Sternberg Harvard University
    Octob er 10, 2000
  172. Lie algebras Shlomo Sternberg Harvard University April 23, 2004
  173. Surgery Theory Thomas Farrell Binghamton University September 2012 
  174. FIBRE BUNDLES AND  CHERN -WEIL THEORY Johan Dupont UN I V E R S I T Y OF A A R H U S  August 2003
  175. Algebraic L-Theory and Surgery Jacob Lurie Math 287 Harvard University 2011
  176. Algebraic and Geometric Surgery Notes by Adam Mole Lectured by Andrew Ranaki
    Muenster 2008
  177. A PRIMER ON HOMOTOPY COLIMITS DANIEL DUGGER Universityy of Oregon
  178. Chromatic Stable Homotopy a course by Jacob Lurie Harvard University Lecture
    Notes by Christopher J. Schommer-Pries
  179. Andrew Ranicki High-dimensional knot theory Algebraic surgery in codimension 2
  180. Vector Bundles and K-Theory by Allen Hatcher Cornell University
  181. Ends of complexes Bruce Hughes  Vanderbilt University Andrew Ranicki  University of Edinburgh 
  182. An Invitation to Morse Theory Liviu I. Nicolaescu  University of Notre Dame February 27, 2007
  183. Algebraic Topology, Semester 1, 2013, Zhou Zhang Universiry of Sydney Austrailia
  184. Topology Lecture Notes Laureniu Maxim University of Wisconsin-Madison May 3, 2013
  185. Lecture Notes for Introduction to Topology MA3F1 David Mond University of Warwick
    February 26th 2013

    Algebraic Topology - Spring 2013 Louis H. Kauffman University of Wiconsin at Chicago Lectures -

    Introduction to Modern Topology Michael C. Sullivan Southern Illinois University May 21, 2013
  186. Lecture Notes in Algebraic Topology Anant Shastri Indian Insititure of Technology Bombay 2005
  187. Algebraic Topology 2 Piotr Pstragowski Bonn University 2013
  188. Lecture Notes on Lie groups Anant R. Shastri Indian Institute of Technology 2006
  189. Algebraic Topology Lecturer: A. Smith transcribed by: J. Lazovskis University of Waterloo
    April 13, 2013
  190. Introduction to Combinatorial Homotopy Theory Francis Sergeraert Ictp Map Summer
    School August 2008
  191. Topics in Combinatorial Differential Topology and Geometry Robin Forman
  192. PIECEWISE LINEAR TOPOLOGY J. L. BRYANT Florida State University
  193. Morse Theory Gabor Pete Trinity College, University of Cambridge 1999
  194. Characteristic Classes Jason Cantarella University of Georgia
  195. Geometric Topology R. Jason Parsley Wake Forest University
  196. Computational Topology Herbert Edelsbrunner Duke University
  197. INTRODUCTION TO TOPOLOGY ALEX KURONYA The Budapest University of Technology and
    Economics January 24, 2010
  198. Introduction to algebraic topology Parameswaran Sankaran Indian Institute of Technology
  199. Combinatorial Topology and Group Theory Brent Everitt York University October 15, 2008
  200. Geometric Analysis and Topology Notes Andrew A. Cooper University of Pennsylvania.Fall 2012
  201. Differential Topology Jean-François Lafont Ohio State University Math 866-867-868
  202. Algebraic topology Douglas Ravenel University of Rochester Math 443 Spring, 2011
    Scanned Lecture notes.
  203. Algebraic Topology II Mark Behrens MIT Spring 2006
  204. Elementary Topology. Textbook in Problems by O.Ya.Viro, O.A.Ivanov,
    V.M.Kharlamov, N.Y.Netsvetaev
  205.  Differential topology Lecture notes Sergei Tabachnikov Professor Pennsylvania State 
  206. Geometry and Topology Seminar Spring 2012 Matt Macauley Clemson University
  207. Algebraic and Geometric Topology At CalTech Ma 151b Nathan Dunfield University
    of Wisconsin Urbana Winter 2006
  208.  Introduction to Geometry and Topology  Feng Luo Rutgers University
  209. Algebraic Topology I Jonathan Block University of Pennsylvania
  210. Introduction to algebraic topology fall 2013 Aleksandr Pasharin University of Helsinki Confluence
  211. Graduate Course Notes on Topology Peter Selick University of Toronto 2008 
  212. Lectures on Algebraic Topology Revised Edition Draft James F Davis and Paul Kirk Indiana
    University Fall 2013
  213. Topology Curtis McMullen Harvard University Math 131 Fall 2013
  214. Algebraic Topology Fran Burstall, based on notes by Ken Deeley University of Bath 2010
  215.  Algebraic Topology Fran Burstall, based on notes by Ken Deeley University of Bath
    Homepage and Exercise Sets 2010
  216. Introduction to Topology (mostly general) 2013/2014 Michael Muger Radboud Universiteit
    Nijmegen
  217. Metric and Topological Spaces John Roe Penn State University 2010
  218. Algebraic Topology Notes Anton Gernenko based on Peter Techner's notes
    at Berkeley 2006
  219. Introduction to Topology Peter J. Eccles University of Manchester Autumn Semester
    2013 course materials
  220. Topology and Groups Martin Bridson Mathematical Institute University of Oxford 2013
  221. Algebraic  Topology Andries Brouwer Technische Universiteit Eindhoven 2011
  222. Introduction to Knot Theory Olga Radko UCLA 2013
  223. Inleiding Topologie 2013/2014 Marius Crainic
  224. Topics in 3-Manifold Topology (Trefoil Surgery) Professor Michael C Sullivan
    University of Wisconsin-MadisonSummer 2013
  225. Algebraic Topology I Moritz Groth and Ieke Moerdijk Radboud University Nijmegen
  226. Homotopy Theory Moritz Groth and Ieke Moerdijk Radboud University Nijmegen 2012
  227. Algebraic Topology David R Wilkins Trinity College 2009
  228. Algebraic topology Micheal Hutchens UC Berkeley, Fall 2007
  229. ALGEBRAIC TOPOLOGY III Laurentiu Maxim University of Wisconsin-Madison Fall 2013
  230. Algebraic Topology Sam Nelson Claremont McKenna College Fall 2013
  231. Topology Margaret Beck Heriot-Watt UniversityAutumn 2013
  232. Dmitri Pavlov's notes of Math 276 (Topics in Topology): Atiyah-Singer Index Theorem by Peter Teichner 
  233. Introduction to Topology Hirotaka Tamano University of California San Diego Fall 2013
  234. Algebraic Topology Magdalena Kedziorek University of Sheffield 2013-2014
  235.  PART A TOPOLOGY COURSE: HT 2013 Topology Mathematical Institute University of
    Oxford 2013
  236. Topology II Benjamin Bakker New York University Fall 2013
  237. 4-Manifolds (v.12.1) Selman Akbulut Michigan State University November 14, 2013
  238. General Topology Richard Williamson Topology Pascal Debus ETH Zurich Spring 2013
  239. Algebraic Topology Zhou Zhang Univeristy of Sydney Fall 2013
  240. A First Course in Symplectic Topology Jonny Evans University of London 2010 Homepage of the UCL- based mathematician Jonny Evans
  241. Lecture Notes on General Topology by Azhar Hussain
  242. Surface Topology (= Introduction to Geometric Topology 2013 Spring Jae Choon Cha Pohang University of Science And Technology (Korea)
  243. Metric Spaces and Topology Stijn Hanson Based off the university of London course taught by Stephen Donkin 2002/2003
  244. York University Maths Society
  245. Basic Topology Christopher Cooper McQuarrie University Mathematics noted developed by Christopher Cooper, Macquarie University
  246. Geometry/Topology 2 Lectures by Madhav Nori Notes by Zev Chonoles The University of
    Chicago Winter 2013
  247. Lecture Notes on Algebraic Topology II John Rognes University of Oslo November 13th 2012
  248. Algebraic Topology Ulrike Tillmann University of Oxford Fall 2013
  249.  Topology/Geometry I Lecture Notes-SPACES: FROM ANALYSIS TO GEOMETRY AND BACK Paul Siedel Penn State University Fall 2011
  250. Introduction to algebraic topology Aleksandr Pasharin University of Helsinki fall 2011
  251. Algebraic Topology Will Merry University of Cambridge 2011
  252. Algebraic Topology, summer term 2010 Birgit Richter Fachbereich Mathematik der
    Universit  at Hamburg,
  253. Elementary Geometric and Algebraic Topology Jean-Luc Thiffeault University of Wisconsin Spring 2011
  254. Vector Bundles and Characteristic Classes Daniel A. Ramras Indiana University Purdue
    University Indianapolis
  255. Spectral Sequences in Algebraic Topology Daniel A. Ramras Purdue University Notes on Geometric
    Topology Michigan State University Selman Akbulut October 14, 2013
  256. Introduction to Algebraic Topology Siddhartha Gadgil
  257. Knots and Surfaces: Introduction to Topology Fedor Duzhin Nanyang Technical University
  258. Elementary Topology Stefan Warner Hofstra University 2013
  259. Course Material for Topology Waldemar Schlackow Mathematical Institute - University of Oxford
  260. Course Material for C1.2a: Analytic Topology Rolf Suabedissen on Mathematical Institute - University of Oxford