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PhD course: Geometric Function Theory

A Graduate Course

Time: Fri 2020-08-28 10.00

Location: Kräftriket, house 5, room 34

Participating: Alan Sola (SU) and Fredrik Viklund (KTH)


Geometric function theory is a branch of complex analysis that seeks to relate analytic properties of conformal maps to geometric properties of their images. The subject has deep connections with other areas of mathematics such as potential theory, hyperbolic geometry, and dynamical systems. The course aims to introduce students to geometric function theory in a broad sense, and to define concepts and present techniques required in modern applications such as the theory of the Schramm-Loewner evolution.

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