MATH 26300
Introduction to Algebraic Topology
Topics include the fundamental group of a space; Van Kampen's theorem; covering spaces and groups of covering transformation; existence of universal covering spaces built up out of cells; and theorems of Gauss, Brouwer, and Borsuk-Ulam.
Topics
- the fundamental group of a space
- Van Kampen's theorem
- covering spaces and groups of covering transformation
- existence of universal covering spaces built up out of cells
- and theorems of Gauss
- Brouwer
- and Borsuk-Ulam
Topics explicitly listed in official catalogue description
Sources
- Course catalogue ↗2026-2027