All courses

Not a part of this year 2010/2011

Course content

The course is taught every second year, if there are enough students, next time Fall 2011. If there are few students, there will be guided self-study.
This is an introduction to some topics of contemporary complex analysis, in particular spaces of analytic functions, quasiconformal mappings, univalent functions. The purpose is to prepare the student to independent work in these topics and especiaslly to use the methods of complex analysis in other areas of mathematics, (for example harmonic analysis and differential equations) as well as in applied areas (fluid dynamic, signal analysis, statistics).
The content may vary, dependent on the needs and interests of the students.

Learning outcome

Learning methods and activities

Lectures, alternatively guided self-study.

Compulsory assignments

Recommended previous knowledge

Required previous knowledge

Course materials

Will be announced at the start of the course.