1) Probability theory, transforms, stochastic processes;
2) Introduction to queuing theory and applications;
3) Models of various queuing systems based on data of the system and
4) Different types of queuing systems: M/M/1, M/M/m* busy system, M/M/m
and M/G/1, fluid flow model;
5) Priority system;
6) Queuing networks theory.
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