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Dec 05, 2025
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MATH 876 - Differential Topology
Smooth manifolds; smooth maps; smooth partitions of unity; tangent spaces and tangent bundles; derivatives; inverse function theorem and applications; Morse functions; embedding theorems; orientations and orientability via tangent bundles; cotangent and exterior bundles; differential forms; integration on manifolds; vector fields and Lie derivatives; DeRham cohomology and DeRham’s theorem.
Requisites
Pr.: MATH 701.
When Offered
Spring
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