discipline 
MSC in
Mathematics, Specializations

subject 
Queueing systems

lecturers 
György
Michaletzky. prof., Dept. of Probability Theory and Statistics,
Institute of Mathematics 
credits 
2 
period 

curriculum 
Basics
of queueing theory, Little’s
formula. Queueing models.
Lindley’s theorem.
KieferWolfowitz’s theorem.
WienerHopf
equation for general models. Characterization
of the arrival process. Grigelionis’ theorem. Renewal processes. Blackwell’s theorem. Stationary solution of special queueing models with one server. Extremal value and large deviation theorems in queueing models. Approximation
of multi server queueing systems. Markovmodels,
hidden Markovprocesses. PollaczekHincsin formula. WienerHopf
factorization. 
literature 

form of tuition 
Lectures 
mode of assessment 
oral exam 