Sommersemester 2015

19050: Differential Geometry II (Lecture)
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 ...
InstructorProf. Dr. Konrad Polthier
TimeApr 13, 2015 | 12:00 PM
* 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
19059b: Seminar on Differential Geometry (Seminar)
Special topics of differential geometry following the lecture differential geometry I.
InstructorProf. Dr. Konrad Polthier, Thomas Gust
TimeApr 14, 2015 | 12:00 PM
Di 12 - 14 Uhr
19037m: Introduction to Visualization (Course)
The course provides an introduction to fundamental methods and principles in visualization for mathematics, data science and industrial applications. We discuss mathematical foundations and data structures and present several core algorithms and tools. The students get practical hands-on experience with at least one visualization system during a larger project work and develop strategies and ...
InstructorProf. Dr. Konrad Polthier, Thomas Gust, Faniry Razafindrazaka
TimeSep 07, 2015 - Sep 18, 2015
10:00 - 18:00 Uhr Vorbesprechung am Mittwoch, 15.04.2015, 14:00 in Raum 108/109, A6 Projektabgabe: Freitag 2.10.2015
19011: Tutorial for Analysis I (Exercise)
InstructorThomas Gust