Finite timescale range of interest for self-similar traffic measurements, modelling and performance analysis

Guoqiang Mao
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引用次数: 6

Abstract

Although the existence of self-similarity in network traffic has been widely recognized, there is considerable debate on the impact of selfsimilarity on traffic engineering and network performance, and whether or not self-similar model should be used for traffic modelling. This paper reviews some major research in the area and summarizes limitations in current theoretical performance analysis with self-similar input. It is pointed out that these performance analyses are insufficient to make a definitive conclusion on the long-range dependence effects. Furthermore, it is pointed out that in a real system, the timescale range of interest for traffic measurements, modelling and performance analysis is limited, which can be characterized by an engineering timescale range (ETR). Only traffic correlations within the ETR will affect performance and are important for traffic measurement, modelling and performance analysis. Factors contributing to the ETR are identified. Further research is proposed on quantitatively identifying the ETR, and traffic measurements and self-similar traffic modelling using Markov models.
有限的时间尺度范围的兴趣自相似的交通测量,建模和性能分析
尽管网络流量中自相似的存在已被广泛认可,但自相似对流量工程和网络性能的影响,以及是否应该使用自相似模型进行流量建模等问题仍存在相当大的争论。本文回顾了该领域的一些主要研究,总结了目前自相似输入理论绩效分析的局限性。指出这些性能分析不足以对长期依赖效应作出明确的结论。此外,本文还指出,在实际系统中,交通测量、建模和性能分析所关注的时间尺度范围是有限的,可以用工程时间尺度范围(ETR)来表征。只有ETR内的交通量相关性才会影响性能,这对交通量测量、建模和性能分析很重要。确定了影响ETR的因素。在交通流量定量识别、交通流量测量和基于马尔可夫模型的自相似交通建模等方面提出了进一步的研究方向。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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