- Algebraic K-theory, Groups and Categories
- Provides research areas, activities, collaborations, and problems encountered.
- Algebraic Topology
- Presents an explanation regarding the method of algebraic invariants. With articles and discussion of various topics.
- Algebraic Topology
- Provides the algebraic tools, a history, and the applications and related fields.
- Algebraic Topology and Concurrency
- Information includes a complete listing of reports. Also presents books and their respective authors.
- Algebraic Topology Discussion List
- Provides information on topology conferences, and serving as a forum for topics related to algebraic topology. With a list of e-mail addresses of the people on the list.
- Algorithms for the Fixed Point Property
- Presents a survey that exhibits various algorithms. Includes a discussion on reduction theorems and references.
- British Topology Home Page
- Shows some pointers to topology-related sites. With resources, groups, and galleries.
- Ext Charts
- Features projects, papers, programs, files, and contact information.
- Five talks on the Poincaré Conjecture
- Provides the author's biography including location and contact details. Also presents video of the lectures and talks.
- Higher Dimensional Group Theory
- Presents a historical development of the notions of higher dimensional algebra. With comments and conclusions.
- Homology, Homotopy and Applications - General Information
- Features an international journal dealing with homology and homotopy in algebra and topology and their applications to the mathematical sciences.
- K-theory Calendar
- Shows a calendar of the past and the future. With locations and dates.
- MathWorld
- Includes the discussion of algebraic topology including absolute retract, chern number, and deck transformation.
- Novikov Conjecture Home Page
- Highlights the bibliography on the Novikov conjecture and related topics, some recent books, and the relevant preprint servers.
- Open Problems in Algebraic Topology
- Shows a list of problems designed as a resource for algebraic topologists. Includes a location and contact information.
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