Chapter 5, #17
Chapter 6, #7
Chapter 7, # 6
Chapter 7, #11
Show that the distribution in R3 given by the equation:
d z - y d x = 0
is nowhere integrable.
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A first course in Differential Geometry, covering: Vector bundles -including the tangent bundle, vector fields, differential forms, Riemannian metrics, symplectic structures, and a general discussion of tensors, and connections from a variety of viewpoints. Depending on time and the sophistication of the audience we will proceed to more advanced subjects. For example a discussion of the h-principle and its role in differential geometry.
Lecturer
- Joseph Coffey
- coffey@math.stanford.edu 381N 646-234-6840 Office hours: Mon 3-4, Wed 3-4
Course texts
Grading Policy
- 60% Weekly Homework sets - Drop Lowest 2
- 40 % Final Exam
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