Complex Analysis II / Geometry III: Riemann Surfaces: Classical and Discrete (Winter 2012/2013)

This is a course of the Berlin Mathematical School held in English.

News

[14.2.]

There will be no regular office hours during the lecture-free time. However, feel free to come in Felix' office between March 29th and April 9th to ask your questions (if you want to be sure to find someone in MA 863, make an appointment).

[13.2.]

All the certificates can be collected at Mathias Kall's office (MA 873; Mon, Tue, Thu, Fri 9:30-11:30). If you have not already done so, please make an appointment for the exam.

Contents

Theory of Riemann Surfaces with applications and computer representation.

Literature

• Lecture notes (Alexander Bobenko)
• H. Farkas, I. Kra, Riemann Surfaces, Springer
• J. Jost, Compact Riemann Surfaces, Springer
• A. Bobenko, M. Skopenkov, Discrete Riemann surfaces: linear discretization and its convergence, Preprint (2012)

Exercise sheets

• Exercise Sheet 1

• Exercise Sheet 2

• Exercise Sheet 3

• Exercise Sheet 4

• Exercise Sheet 5

• Exercise Sheet 6

• Exercise Sheet 7

• Exercise Sheet 8

• Exercise Sheet 9

• Exercise Sheet 10

• Exercise Sheet 11

• Exercise Sheet 12

• Exercise Sheet 13

Homework policy

To get a certificate for the tutorial, you need to satisfactorily complete 50% of the homework assignments. Homeworks shall be prepared in groups of two or three students. The exercise sheets will be available on Friday and are due at the beginning of the tutorial 12 days later.

Office hours