News
|
09.05.2023
|
Weitere Raumänderung | A further room changeDie Übung findet nun ab sofort im SR 10, Geb. E24 statt! The tutorials will from now on take place in room SR 10, building E24! |
|
07.05.2023
|
Raumänderung | Change of roomDie Übung findet nun ab sofort im SR 9, Geb. E24 statt. The tutorials will from now on take place in room SR 9, building E24.
|
|
30.04.2023
|
Vorlesung am 2. Mai | Lecture on 2 MayDie Vorlesung am 2. Mai fällt aus. There will be no lecture on 2 May. |
|
15.04.2023
|
First problem sheet / Erstes ÜbungsblattThe first problem sheet can now be downloaded from the CMS. Deadline: Friday 28 April at 4pm. (Due to the late start the tutorials will begin one week later than usual.) Das erste Übungsblatt ist nun im CMS abrufbar. Abgabetermin: Freitag 28. April um 16:00 Uhr.... Read more The first problem sheet can now be downloaded from the CMS. Deadline: Friday 28 April at 4pm. (Due to the late start the tutorials will begin one week later than usual.) Das erste Übungsblatt ist nun im CMS abrufbar. Abgabetermin: Freitag 28. April um 16:00 Uhr. (Wegen des späten Vorlesungsbeginns fangen die Übungen ebenfalls eine Woche später an.) |
|
04.04.2023
|
First lecture / Erste VorlesungThe first lecture will be on Thursday 13 April. Die erste Vorlesung findet am Donnerstag 13. April statt.
|
Dates and times
Lectures
Tuesday, 14:15-15:45, Hörsaal III (E2 5)
Thursday, 12:15-13:45, Hörsaal IV (E 2 4)
Tutorials
Tuesday, 8:15-9:45, SR 4 (E2 5)
Contents
This lecture course is an introduction to complex analysis. Topics include
- Complex numbers (algebra and topology)
- Complex differentiability, holomorphic functions, power series
- Curve integrals, Cauchy's integral theorem, Cauchy's integral formulae
- Singularities and Laurent series
- Cauchy's residue theorem and applicationsResiduensatz und Anwendungen
- Conformal mapping
Tutorials
Problem sheets will be posted on the CMS on a weekly basis. Solutions are to be submitted electronically (via the CMS) by Friday at 16:00. Submitted work will be corrected and returned in the tutorials. Joint solutions from teams of up to three students will be accepted.
Examinations
Examinations will take place at the end of this semester and the beginning of next semester (Winter Semester 2023/24). To qualify for the examination students must
- have attained an overall score of at least 50% on the problem sheets, and
- have missed no more than two tutorials.
Reading list
The reading list can be found using this link: Semesterapparat