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Jitter regulation for multiple streams

机译:多个流的抖动调节

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For widely used interactive communication, it is essential that traffic is kept as smooth as possible; the smoothness of the traffic is typically captured by its delay jitter, that is, the difference between the maximal and minimal end-to-end delays. The task of minimizing the jitter is done by jitter regulators that use a limited-size buffer in order to shape the traffic. In many real-life situations regulators must handle multiple streams simultaneously and provide low jitter on each of them separately. Moreover, communication links have limited capacity, and these may pose further restrictions on the choices made by the regulator. This article investigates the problem of minimizing jitter in such an environment, using a fixed-size buffer. We showthat the offline version of the problem can be solved in polynomial time, by introducing an efficient offline algorithm that finds a release schedule with optimal jitter. When regulating M streams in the online setting, we take a competitive analysis point of view and note that, in the upcapacitated case, previous results in Mansour and Patt-Shamir [2001] can be extended to an online algorithm that uses a buffer of size 2·M·B and obtains the optimal jitter possible with a buffer of size B (and an offline algorithm). The question arises whether such a resource augmentation is essential. We answer this question in the affirmative, by proving a lower bound that is tight up to a factor of 2, thus showing that jitter regulation does not scale well as the number of streams increases unless the buffer is sized-up proportionally.
机译:对于广泛使用的交互式通信,至关重要的是保持流量尽可能的平稳。流量的平滑度通常是通过其延迟抖动(即最大和最小端到端延迟之间的差异)来捕获的。使抖动最小化的任务由抖动调节器完成,该抖动调节器使用有限大小的缓冲区来调整流量。在许多实际情况下,调节器必须同时处理多个流,并分别对每个流提供低抖动。此外,通信链路的容量有限,这些可能会对监管机构的选择构成进一步的限制。本文研究使用固定大小的缓冲区在这种环境下将抖动降至最低的问题。我们展示了该问题的脱机版本可以通过引入有效的脱机算法来找到具有最佳抖动的发布计划,从而在多项式时间内解决。在在线环境中调节M流时,我们采用竞争分析的观点,并注意到,在容量增加的情况下,Mansour和Patt-Shamir [2001]的先前结果可以扩展为使用大小缓冲区的在线算法。 2·M·B,并使用大小为B的缓冲区(和离线算法)获得最佳抖动。提出了这样的资源增加是否必不可少的问题。我们肯定地回答了这个问题,方法是将下限严格限制为2倍,从而表明,除非缓冲区按比例增大,否则抖动调节不会随着流数量的增加而很好地扩展。

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