Analysis of jitter control algorithms in QoS networks

S. Jagadish, R. Manivasakan
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引用次数: 5

Abstract

The key focus of our work is to analyse some jitter control algorithms. We study a jitter control algorithm proposed by Mansour et. al [1] for networks with guaranteed quality of service (QoS) from a competitive analysis point of view. The authors have analysed the proposed algorithm (on-line algorithm) and also compared its performance to the off-line algorithm. In this paper, the analysis of the on-line algorithm has been dealt with rigorously and relevant conditions have been derived. For delay jitter, we show that the on-line algorithm guarantees the same delay jitter as the off-line algorithm. Also, both the algorithms in their original forms are applicable only to a fixed number of packets. We extend the results to a more practical model in which we compare the off-line algorithm with n packets and the on-line algorithm with n1 (n1 > n) packets, arrival times for both the stream of packets being realised from the same statistical model. In this case, we show that there exists a expression for the ratio of buffer size needed in the off-line algorithm to the buffer size needed in the on-line algorithm, provided that the delay jitter in both the cases are equal.
QoS网络中的抖动控制算法分析
我们的工作重点是分析一些抖动控制算法。我们从竞争分析的角度研究了Mansour等人提出的一种针对有保证服务质量(QoS)的网络的抖动控制算法。作者分析了所提出的算法(在线算法),并将其性能与离线算法进行了比较。本文对在线算法进行了严格的分析,并推导了相应的条件。对于延迟抖动,我们证明了在线算法保证了与离线算法相同的延迟抖动。而且,这两种算法的原始形式都只适用于固定数量的数据包。我们将结果扩展到一个更实用的模型,在这个模型中,我们比较了具有n个数据包的离线算法和具有n1 (n1 > n)个数据包的在线算法,从相同的统计模型实现的两个数据包流的到达时间。在这种情况下,我们证明了存在离线算法所需缓冲区大小与在线算法所需缓冲区大小之比的表达式,前提是两种情况下的延迟抖动相等。
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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