MATH6510
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Differentiable Manifolds
Description
Manifolds, tangent spaces, orientation, Whitney's embedding theorem, transversality, Sard's theorem, partitions of unity, tubular neighborhoods, fiber bundles, degree theory, vector fields, flows, Lie derivatives, Frobenius' integrability theorem, differential forms, DeRham cohomology.
Minimum Credits
3
Maximum Credits
3
Repeat for Credit
No
Required Requisite(s):
004198
Semesters Typically Offered
Fall