MATH8302: Differential Topology

3 Credits

Smooth manifolds, tangent and cotangent bundles, vector bundles, inverse and implicit function theorems, Sard's theorem, the Whitney embedding theorem, vector fields and flows, transversality and intersection theory, Frobenius? theorem, differential forms, integration and Stokes theorem, de Rham cohomology, the de Rham theorem, degree of a map, Morse theory (time permitting).

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All Instructors

A- Average (3.674)Most Common: A (58%)

This total also includes data from semesters with unknown instructors.

104 students
WFDCBA
  • 4.87

    /6

    Recommend
  • 4.90

    /6

    Effort
  • 5.24

    /6

    Understanding
  • 4.68

    /6

    Interesting
  • 5.02

    /6

    Activities


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