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Course Catalog 2010-2011
TLT-2786 Advanced Topics in Teletraffic Theory, 3-6 cr |
Person responsible
Dmitri Moltchanov
Requirements
Successful pass of examination is required to complete the course.
Completion parts must belong to the same implementation
Learning outcomes
Content of the course changes every year. Topic for 2011 is "Matrix analytic techniques in queuing theory". Students are expected to get - familiar with advanced queuing systems - knowledge of versatile matrix-analytic appraoch - knowledge of modeling using queuing systems
Content
| Content | Core content | Complementary knowledge | Specialist knowledge |
| 1. | Introduction 1. Reminder of queuing systems and methods 2. Reminder of basic results in queuing theory | ||
| 2. | Basics of matrix-analytic techniques 1. Birth-death and quasi birth-death processes 2. PH distributions and related renewal processes 3. Non-renewal Markov modulated processes 4. Basis of applications | ||
| 3. | Continuous-time queuing systems - queues of PH/PH/1/K types - queues of PH/G/1/K types - queues of BMAP/G/1/K types | ||
| 4. | Discrete-time queuing systems - queues of PHd/PHd/1/K types - queues of PHd/G/1/K types - queues of D-BMAP/G/1/K types | ||
| 5. | Applications in networking - modeling wirless channels - modeling wired links |
Evaluation criteria for the course
The course is assessed based on: examination assignments
Assessment scale:
Numerical evaluation scale (1-5) will be used on the course
Partial passing:
Prerequisites
| Course | Mandatory/Advisable | Description |
| TLT-2716 Teletraffic Theory I | Mandatory | |
| TLT-2727 Teletraffic Theory II | Advisable |
Additional information about prerequisites
Equivalent courses for international students.
Prerequisite relations (Requires logging in to POP)
Correspondence of content
There is no equivalence with any other courses
Additional information
Suitable for postgraduate studies