Title: Geometry and Topology II

Description: Vector fields and flows, applications. Differential forms, Lie derivatives, Frobenius theorem. Integration on manifolds, Stokes' theorem. Singular and cellular homology, calculations and applications. DeRham cohomology, ring structure. Degree of a map. Introduction to Poincare duality.

Prerequisite: Prerequisite MAT 548

Credits: 3, S/U grading

Graduate Bulletin Course Information

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