Difference between revisions of "Combinatorial topology"
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Combinatorial or algebraic topology is considered more advanced than [[general topology]], and is typically taught in graduate-level [[mathematics]] programs. | Combinatorial or algebraic topology is considered more advanced than [[general topology]], and is typically taught in graduate-level [[mathematics]] programs. | ||
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Latest revision as of 06:32, July 13, 2016
Combinatorial topology is the older name (pre-1970) for what is now called algebraic topology, a branch of mathematics.
The classic text is P.S. Alexandrov, "Combinatorial Topology," first translated from the Russian version and published in 1956.
Combinatorial or algebraic topology is considered more advanced than general topology, and is typically taught in graduate-level mathematics programs.