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Table of contents only, but draft chapters can be downloaded by arrangement.
http://math.binghamton.edu/ross/contents.html

In the Mathematics Archives at University of Tennessee, Knoxville.
http://archives.math.utk.edu/topics/topology.html

MAA recommended books in General, Geometric, Algebraic and Differential Topology.
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Basic Library List-Topology  TOPOLOGY Back to Table of Contents Topology: General Topology Alexandroff, Paul. Elementary Concepts of Topology Mineola, NY: Dover, 1961. Arkhangelski i, A.V. and Pontrjagin, Lev S eds. General Topology I: Basic Concepts and Constructions, Dimension Theory New York, NY: Springer-Verlag,...
http://www.maa.org/BLL/topology.htm

The primary functions of this list are: providing abstracts of papers posted to the Hopf archive, providing information about topology conferences, and serving as a forum for topics related to algebraic topology. The site also serves as an archive of links to websites related to algebraic topology.
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Algebraic Topology Discussion List  This list is maintained by Don Davis. To subscribe or unsubscribe or post a message for the list, send e-mail to dmd1@lehigh.edu. The primary functions of this list are the first three items listed below: providing abstracts of papers posted...
http://www.lehigh.edu/~dmd1/algtop.html

This is the web resource page for a course taught by John Morgan in Fall 1997 at Columbia University.
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G6522: Topology of Manifolds  This is the web resource page for Topology of Manifolds, taught by John Morgan in Fall 1997 at Columbia University. Course notes, as well as problem sets and solutions will be posted here during the course of the semester. This...
http://www.math.columbia.edu/courses/archived/6522/

A source of pointers to Topology-related sites, including archives and conference announcements.
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British Topology Home Page  Robinson with graphics by Ronnie Brown and Cara Quinton. Borrowed from `Symbolic Sculptures and Mathematics This site is intended to act as a convenient source of pointers to Topology-related sites, including archives and conference announcements. It is not intended to...
http://www.maths.gla.ac.uk/~ajb/btop.html

The Transpennine Topology Triangle is a topology seminar partially supported by the London Mathematical Society with vertices at Leicester, Manchester and Sheffield.
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TTT on WWW  Triangle is a topology seminar partially supported by the London Mathematical Society with vertices at Leicester, Manchester and Sheffield. The next vertices: Sheffield, 21st October. Speakers include Marcello Felisatti (Leicester Jeff Giansiracusa (Oxford) and Richard Hepworth (Edinburgh Manchester, 6th December....
http://www.shef.ac.uk/~pm1jg/ttt/ttt.html

Topics: General, Conferences, Pages of Links, Knot Theory, 3-manifolds, Journals.
http://www.math.unl.edu/~mbritten/ldt/ldt.html

An introductory essay by Neil Strickland, University of Sheffield.
http://www.shef.ac.uk/~pm1nps/Wurble.html

History and mathematical analysis of labyrinths.
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Mazes and Mathematics  A nice picture to get us started (this page The mazes:What is a simple, alternating transit (s.a.t maze? The oldest one can be drawn as a game. The route to math: the level sequence of an s.a.t. maze. The math:Counting...
http://www.math.sunysb.edu/~tony/mazes/

Article in the Platonic Realms, describing the Cantor discontinuum, a favorite example of topology. Includes examples and illustrations.
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Cantor Set (PRIME)  Set onsider a line segment of unit length. Remove its middle third. Now remove the middle thirds from the remaining two segments. Now remove the middle thirds from the remaining four segments. Now remove the middle thirds from the remaining...
http://www.mathacademy.com/pr/prime/articles/cantset/

The page describes Poincare conjecture in simple language.
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A Layman Looks into the Closed $3$-manifold.  I am no topologist to do that, but what follows is the (edited) version of the reply that I wrote. Note: I use TeX notation integers$ and reals$ denote the sets of integers and real numbers respectively. The conjecture is...
http://www.geocities.com/kummini/maths/poincare.html

Definitions of over 100 terms in topology.
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 A is an absolute retract if whenever a normal space X has a closed subspace B homeomorphic to A, then B is a retract of X. The fact that I and R1 are absolute retracts follows from the Tietze Extension...
http://www.ornl.gov/sci/ortep/topology/defs.txt

Java applets exploring configuration spaces.
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Linkages Site  This page uses frames, but your browser doesn't support them....
http://www.math.toronto.edu/~dro...n/People/Eldar/thesis/index.html