discipline 
Mathematics

subject 
Special
functions

lecturers 
Gábor Halász 
credits 
2 
period 
third semester 
curriculum 
Gamma
function. Stirling formula in the plane, saddle
point method. Zeta
function. Functional equation, zeros. Prime Number Theorem. Elliptic
functions. Parametrization of elliptic curves,
lattices. Fundamental group for the anharmonic and
the modular group. Functional
equation of the theta function. Holomorphic modular
forms, application to the Four Square Theorem. 
literature 

form of tuition 
Lectures 
mode of assessment 
oral exam 