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What is Queuing Theory

Handbook of Research on Software-Defined and Cognitive Radio Technologies for Dynamic Spectrum Management
A mathematical method used to analyze the performance of a network in which users are queued and served by a certain policy.
Published in Chapter:
Modeling and Performance Evaluation
Yuehong Gao (Beijing University of Posts and Telecommunications, China), Zhidu Li (Beijing University of Posts and Telecommunications, China), Guoting Zhang (General Administration of Press and Publication of the People's Republic of China, China), and He Bai (General Administration of Press and Publication of the People's Republic of China, China)
DOI: 10.4018/978-1-4666-6571-2.ch028
Abstract
Performance evaluation and analysis are of key importance to obtain deep understanding of cognitive radio networks. Some effects have been made to model and analyze the performance of cognitive radio networks. In the literature, there are two methodologies: queuing theory/Markov chain-based analysis and stochastic network calculus-based analysis. These two methodologies rely on different mathematical basics and modeling approaches. Thus, they lead to different output metrics on various viewpoints. This chapter aims to give an overall introduction to both methodologies. First, the fundamental models used in queuing/Markov chain-based analysis are presented, followed by their applications in cognitive radio networks. Then, network calculus basics are introduced with the modeling and application in performance analysis of the cognitive radio network.
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More Results
Queuing Theory and Discrete Events Simulation for Health Care: From Basic Processes to Complex Systems with Interdependencies
Mathematical methods for analyzing the properties of waiting lines (queues) in simple systems without interdependency. Typically uses analytic formulas that must meet some rather stringent assumptions to be valid.
Full Text Chapter Download: US $37.50 Add to Cart
Management Science for Healthcare Applications
Mathematical methods for analyzing the properties of waiting lines (queues) in simple systems without interdependency. Typically uses analytic formulas that must meet some rather stringent assumptions to be valid.
Full Text Chapter Download: US $37.50 Add to Cart
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