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Math
753 — Fall 2001
Algebraic Topology
| Instructor: |
Allen Hatcher |
| Time: |
MWF 10:10–11:00 |
| Room: |
Malott 205 |
This is a second semester course in algebraic topology, the sequel to
the introductory course, Math 651. The main topics will be cohomology
and homotopy groups. In particular the course will cover: universal coefficient
theorems, cup products, Kunneth formulas, Poincaré duality, the
Hurewicz theorem, the Freudenthal suspension theorem, fiber bundles, fibrations,
and Postnikov towers. If time permits there may also be a brief introduction
to the Serre spectral sequence.
Textbook: Chapters 3 and 4 of my algebraic
topology book.
Last modified:
April 7, 2003
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