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TLT-2786 Advanced Topics in Teletraffic Theory, 3 cr |
Dmitri Moltchanov
No implementations
The goal of the course is to make students familiar with queuing models nowadays used in performance evaluation of wired and wireless networks. We will consider queuing systems with priorities, server vacations, and batch arrivals. Special attention will be given to matrix-geometric approach. Queuing systems with special effects e.g. disasters, negative customers, and impatient arrival will also be considered. Special attention in this course will be devoted to applicability of considered models in modern communications networks.
Content | Core content | Complementary knowledge | Specialist knowledge |
1. | Probability theory Stochastic processes | ||
2. | Queuing models with - priorities - vacations - batch arrivals | ||
3. | Matrix-analytic approach - queues of BMAP/G/1/K types - queues of D-BMAP/G/1/K types | ||
4. | Queuing systems with special effects - negative customers - unreliable servers - imaptient arrivals | ||
5. | Applications in networking - modeling wirless channels - modeling wired links - dimensioning of systems |
The course is assessed based on: examination assignments
Numerical evaluation scale (1-5) will be used on the course
Course | Mandatory/Advisable | Description |
TLT-2106 Basic Course on Networking | Mandatory | |
TLT-2716 Teletraffic Theory I | Advisable |
There is no equivalence with any other courses