discipline 
Mathematics

subject 
Geometric
function theory

lecturers 
Gábor Halász 
credits 
2 
period 
first semester 
curriculum 
PhragménLindelöf type theorems. Capacity.
Tchebycheff constant. Transfinite diameter. Green
function and Robin constant. Capacity and Hausdorff
measure. Conformal radius. Area
principle. Koebe distortion theorems. Coefficient
estimation for univalent functions. Arealength
principle. Extremal length. Modulus of quadruples
and rings. Quasiconformal maps. Extension to the boundary. Quasisymmetric
functions. Quasiconformal curves. 
literature 

form of tuition 
Lectures 
mode of assessment 
oral exam 