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Index to more than 100 articles on Algebraic Topology.
mathworld.wolfram.com
An archive of developments concerning the Novikov Conjecture and related problems in Algebraic Topology, General Topology, Geometry, Algebra, and Analysis. Maintained by Jonathan Rosenberg.
www.math.umd.edu
Introductory essay by Joe Neisendorfer, University of Rochester.
www.math.rochester.edu
Homology, Homotopy and Applications - General Information
An all-electronic, peer-reviewed, international journal of leading-edge research in Homological and Homotopical Algebra, K-Theory, and applications.
www.math.rutgers.edu
Algorithms for the Fixed Point Property
A survey of various algorithms used to determine if a given ordered set has the fixed point property, that is, whether it has a fixed point free order-preserving self-map. Algorithms using the methods of Algebraic Topology are compared with other techniques.
www.csi.uottawa.ca
A usable collection of pointers to Topology-related sites, including archives and conference announcements. The focus is mainly on British and European resources, with some links and references to research conducted in other parts of the globe.
www.maths.gla.ac.uk
An extensive archive of pre-publication papers (preprints) on Algebraic K-Theory.
www.math.uiuc.edu
A calendar of upcoming and past events (workshops, colloquia, lectures) pertaining to K-Theory and its applications.
www.math.uiuc.edu
An encyclopedic reference containing definitions, some discussion, and an assortment of useful links to various resources concerning Algebraic Topology and K-Theory.
en.wikipedia.org
Poincaré Conjecture -- from MathWorld
A widely accessible statement of the Poincaré Conjecture and its implications, with various links and references for further inquiry.
mathworld.wolfram.com
Five talks on the Poincaré Conjecture
Streaming video links to lectures by Prof. John Morgan on the famous Poincaré Conjecture filmed during a 5-day series on the topic held at Columbia University on Monday, October 13, through Friday, October 17, 2003. Thurston Geometrization, and Hamilton’s ‘Ricci flow’ method, leading up to the Perelman’s proposed proof, are discussed. RealOne Player is required to view the video.
www.math.ohio-state.edu
A complete, downloadable, introductory text on Algebraic Topology, by Prof. Allen Hatcher, Cornell Univ. 3rd Ed. 553 pp. with illustrations. Available in pdf and postscript versions.
www.math.cornell.edu
Charts for modules over the odd-primary Steenrod Algebra, by Christian Nassau. In Postscript.
www.nullhomotopie.de
Notes and images of the Hopf map from S3 to S2.
www.mathematik.uni-bielefeld.de