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MATH521 - Differential Manifolds

Finite dimensional manifolds/submanifolds; tangent bundle, differential, inverse, and implicit function theorems, partitions of unity; imbeddings, immersions, submersions; vector fields and associated flows; Lie derivative, Lie bracket; tensor analysis, differential forms, orientation, integration, Stokes' theorem; basics of smooth bundle theory, Riemannian metrics; notion of a Lie group with basic examples, smooth Lie group actions, principal bundles. Prerequisite: MATH 446 or 448.

Fall Term 2018

Lecture Sections

Fall Term 2018 - LEC A1 (62332)

MWF 11:00:00 - 11:50:00 (CAB 657)
Instructor: lewisjd@ualberta.ca - Profile

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