MATH 518
Fall 2022 Part of Term 1
Part of Term 1
Aug 22-Dec 7
Aug 22-Dec 7
Credit: 4 hours.
Definitions and properties of differentiable manifolds and maps, (co)tangent bundles, vector fields and flows, Frobenius theorem, differential forms, exterior derivatives, integration and Stokes' theorem, DeRham cohomology, inverse function theorem, Sard's theorem, transversality and intersection theory.
Prerequisite: MATH 423 or MATH 481, or consent of instructor.
Section Status updates every 10 minutes.
| CRN | Type | Section | Time | Day | Location | Instructor | Section Details | |
|---|---|---|---|---|---|---|---|---|
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52652
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Lecture-Discussion
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X1
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9:00AM
-9:50AM
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MWF
|
Altgeld Hall
|
Pascaleff, J
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