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Quick Facts
| Medium Of Instructions | Mode Of Learning | Mode Of Delivery |
|---|---|---|
| English | Self Study | Video and Text Based |
Courses and Certificate Fees
| Fees Informations | Certificate Availability | Certificate Providing Authority |
|---|---|---|
| INR 1000 | yes | IIT Bombay |
The Syllabus
- 1.1 Introduction, why do delays happen, contention for resources
- 1.2 Performance metrics and parameters
- 1.3 Intro to queuing system: Standard parameters and metrics, Kendall Notation. Metrics of open queuing systems
- 1.4 Intro to Memorylessness
- 1.5 Operational Laws, Utilization Law, Throughput, stability of a queuing system
- 2.1 Asymptotic Analysis of G/G/1, G/G/1/K queues (Values of metrics at low load and high load asymptotes)
- 2.2 Asymptotic Analysis of G/G/c/K queues, Examples
- 2.3 Little's Law - Intro and discussion
- 2.4 Examples for Little's Law and a Case Study of application of queuing theory (open systems)
- 2.5 Some results for M/G/1 queues and
- Memoryless arrivals
- 3. 1 Case Study: Experimental Performance Measurement of a Web Server (open load)atch.
- 3.2 Open queuing networks - tandem queuing network
- 3.3 Open queuing networks - general jackson queuing network
- 3.4 Open queuing networks - examples
- 3.5 Closed Queuing Systems. Metrics, parameters. Analysis of simplest closed queueing system
- 4.1 Closed Queuing System: Low Load and High Load Asymptotes of all metrics. Response Time linear asymptote, Kleinrock's Saturation Number Heuristic
- 4.2 Case Study: Experimental Performance Measurement of a Web Server (closed load)
- 4.3 General formulation of Jacksonian Closed Queuing Networks
- Arrival Theorem, Mean Value Analysis (Derivation)
- 4.4 Mean Value Analysis - more explanation
- 4.5 Mean Value Analysis examples: concluding Case Study of a Load test on a web server. Discuss applications and limitations of queueing systems based modeling
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