Geometry II (Summer 2020)

Discrete differential geometry and non-Euclidean geometries

In this course we will treat topics from Discrete Differential Geometry such as discrete Laplace operators on simplicial surfaces as well as non-Euclidean geometries such as Möbius geometry, Lie geometry, Laguerre geometry, and applications.

This is a basic course of the Berlin Mathematical School (BMS) and will be held in English.

Register on ISIS.

Material

• Geometrie 1 lecture notes (projective geometry)
• Geometrie 2 lecture notes (Discrete Differential Geometry)
• Geometrie 2 lecture notes (Non-Euclidean Geometries)

News

[2020, April 20]

First organizatorial meeting on Wednesday, April 22, 10:15 via zoom:
https://tu-berlin.zoom.us/j/98911911052?pwd=eU9JVnI5Tnl0ZFd6ekFRRWFSQlVFdz09