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Complex Analysis (Summer 2013)
This is a course of the
Berlin Mathematical School
held in English or deutsch (depending on the audience).
Analysis of one complex variable: holomorphic functions, Möbius transformations, Cauchy's integral
theorem, analytical continuation, residues, partial fraction decomposition, Riemann mapping theorem
An overview of the covered topics
Solution to exercise 9.2
Möbius transformations revealed
There was a typo in exercise 1.b) of sheet 3: The left hand side of the equation to be proven has to be
Next week, due to the holiday on the 1st of May, there will be no tutorial on Wednesday.
Therefore, the tutorial on Thursday the 2nd will be held in Mar 0016, the new building at Marchstrasse,
so that there is enough space for everybody who wants to attend.
Since, the week after, Thursday the 9th of May is also a holiday, the Wednesday tutorial on the 8th of May will be moved to H 2038 in the main building.
In exercise 1.c) of the second sheet one should assume that a is not equal to 0
A way of visualizing holomorphic functions.
Please sign up here for the course.
The first lecture will be on Monday 8.4.
The tutuorials will start on Wednesday 17.4.
The exercise sheets can be found
To get a certificate for the tutorial, you need to satisfactorily complete 50% of the homework assignments.
The exercises are to be solved in groups of two people.
The homeworks are due weekly at the beginning of the lecture on Tuesday. Late homeworks are accepted only with medical excuse.
There will be oral examns at the end of the semester.
There is a book collection ("Semesterapparat") for this course in the Mathematics Library on the first floor.