A selection of the following topics:
● Exponential map and the Hopf-Rinow theorem
● Connection between curvature and topology (e.g. Myer's theorem, Hadamard-Cartan, Klingenberg, rigidity theorems)
● Closed geodesics
● Stokes' theorem and Cohomology
● Spaces of constant curvature, Lie groups, homogeneous spaces
● Conformal geometry, geometric differential equations
● Basic notions from differential topology
Type | Lecture |
---|---|
Instructor | Prof. Dr. Konrad Polthier |
Room | Arnimallee 6 |
Start | Apr 13, 2015 | 12:00 PM |
Time | * Lecture: Mo + We, 12 - 14 h, SR 025/026/A6 * Tutorial: We, 16 - 18 h, SR 032/A6 * Exam: 08.07.15: Wed, 12-14h, SR 025/026 * Retake Exam: Mon, 14.09., 12-14h, SR 032/A6 * Post-exam review (retake): Fri, 18.09., 10-11h, R. 208/A6 |
Further Reading: