MATH 875 - Algebraic Topology

Fundamental groups; Seifert-Van Kampen theorem; covering spaces; homology and cohomology; simplicial, singular, cellular, and axiomatic theories; cup products; Betti numbers, Euler characteristic; universal coefficient and Kunneth theorems; Hurewicz theorem in dimension one; orientation of manifolds; degree of maps.

Credits: (3)

Requisites
Pr.: MATH 701.

When Offered
Fall