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    Quick Facts

    Medium Of InstructionsMode Of LearningMode Of Delivery
    EnglishSelf StudyVideo and Text Based

    Courses and Certificate Fees

    Fees InformationsCertificate AvailabilityCertificate Providing Authority
    INR 1000yesIIT Bombay

    The fees for the Introduction To Computer and Network Performance Analysis Using Queuing Systems is : 

    Fees typeAmount
    Exam feesRs. 1,000

    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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