
Fundamentals of Performance Evaluation of Computer and Telecommunications Systems
by Mohammed S. Obaidat; Noureddine A. BoudrigaRent Textbook
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Summary
Table of Contents
Introduction and Basic Concepts | |
Background | |
Performance Evaluation Viewpoints and Concepts | |
Goals of Performance Evaluation | |
Applications of Performance Evaluation | |
Techniques | |
Metrics of Performance | |
Workload characterization | |
Benchmarking | |
Summary | |
Exercises | |
Probability Theory Review | |
Basic Concepts on Probability Theory | |
Sample Space and Events | |
Conditional Probability and Independence | |
Mean and Median use | |
Geometric, and Harmonic Mean | |
Variance, and Standard Deviation | |
Random Variables | |
Expectation and Variance | |
Density and Distribution Functions | |
Comparing Systems Using Sample Data | |
Regression Models | |
Summary | |
Exercises | |
Measurement/Testing Technique | |
Event and Measurement Strategies | |
Event Tracing | |
Hardware Monitor | |
Software Monitors | |
Hybrid Monitors | |
Traffic Issues and Solutions | |
Accounting Logs | |
Summary | |
Exercises | |
Benchmarking and Capacity Planning | |
Types of Benchmark Programs | |
Common Mistakes in Benchmarking | |
Example Benchmark Programs | |
Procedures of Capacity planning | |
Problems in Capacity Planning | |
Summary | |
Exercises | |
Data Representation and Game Ratio | |
Guidelines for Preparing Plots | |
Charts Used for Data Presentation | |
Program Profiling | |
Common Mistakes in Charts Construction | |
Errors in Experimental Measurements | |
Summary | |
Exercises | |
Basics of Queueing Theory | |
Introduction | |
Queueing Modeling Notations | |
Rules for all Queues | |
Single-Queue, Single (M/M/ 1) System | |
Single-Queue, Multiple Server (M/M/c) System | |
Other Queues | |
Little's Law | |
Summary | |
Exercises | |
Queueing Networks | |
Definitions | |
Open Queueing Networks | |
Closed Queueing Networks | |
Product-Form Queueing Networks | |
Case Studies | |
Exercises | |
Operational and Mean Value Analysis | |
Utilization Law | |
Little's Formula | |
Forced Flow Law | |
Interactive Response Time Law | |
Bottleneck Analysis | |
Standard Mean Value Analysis (MVA) | |
Scheweitzer's Approximation of MVA | |
Balanced Job Bounds | |
Introduction to the Simulation Technique | |
Simulation Types | |
Terminology | |
Random Number Generation Techniques | |
Linear Congruential Generators | |
Mixed Generators | |
Tausworthe Generators | |
Extended Fibonici Generators | |
Survey of Commonly Used Random Number Generators | |
Seed Selections | |
Testing Random Number Generators | |
Random Variate Generation Techniques | |
Inverse Transformation | |
Rejection | |
Characterization | |
Convolution | |
Composition | |
Examples | |
Exercises | |
Commonly Used Distributions in Simulation and Their Applications | |
Exponential | |
Posisson | |
Uniform | |
Normal | |
Weibull | |
Pareto | |
Geometric | |
Gamma | |
Erlang | |
Beta | |
Binomial | |
Bernoulli | |
Chi-Square | |
F Distribution | |
Log Normal | |
Pascal | |
Student's t Distribution | |
Examples | |
Exercises | |
Analysis of Simulation Outputs | |
Introduction | |
Vérification Techniques | |
Validation techniques | |
Techniques for Transient Removal | |
Techniques for Termination of Simulation and Stopping Criteria | |
Exercises | |
Simulation Software | |
General Purpose Languages | |
Simulation languages | |
Object-Oriented languages | |
Standard Object-Oriented Languages | |
Objected-oriented Simulation Languages | |
Simulation Packages Used for Simulation of Computer and Telecommunications Systems | |
Case Studies | |
Exercises | |
Table of Contents provided by Publisher. All Rights Reserved. |
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