The main objective is to develop the ability for setting the mathematics models of queueing systems and linear problems, introduction to some methods of their solving and introduction to the possibilities of their application in engineering problems.

Theoretical knowledge in the field of the stated course contents. Skills in setting the mathematics models and knowledge of algorithms for their solving. Application of mathematical modeling on analysis of queueing systems.

Queuing theory: M/M/1, M/M/1/k, M/M/s, M/M/s/k. Liinear programming. Simplex algorithm. Duality theory. Introduction to Graph theory. Network flow. Application: transportation problem, the assignment problem.

Theoretical part of the course is followed by typical examples in order to better understand the thought matter. In the practice, which accompanies lectures, characteristic problems are solved and the knowledge taught during lectures is deepened. The knowledge is tested through simulation and analysis of a queue, use of PPLEX and the final examination. Course grade is formed based on the success in creating queue simulation and results of the final exam.