Statistical analysis and simulation study of video teleconference traffic in ATM networks

D. Heyman, A. Tabatabai, T. V. Lakshman
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引用次数: 486

Abstract

Some of the source modeling and performance issues related to providing video teleconference services over asynchronous transfer mode (ATM) networks were studied. Under certain circumstances, traffic periodicity (due to the constant video frame rate) can cause different sources with identical statistical characteristics to experience cell-loss rates which can differ by several orders of magnitude. Some of this source-periodicity effect can be mitigated by appropriate buffer scheduling. For the video teleconference sequence analyzed (without scene changes or scene cuts and with moderate motion), the number of cells per frame is not normally distributed. Instead, it follows a gamma (or negative binomial) distribution. For traffic studies, an autoregressive model of order 2 and a two-state Markov chain model either underestimate or overestimate the occurrence of frames with a large number of cells, and these frames are a primary factor in determining cell-loss rates. The order-2 autoregressive model, however, fits the data well in a statistical sense. A multistate Markov chain model which can be derived from three traffic parameters (mean, correlation, and variance) is sufficiently accurate for use in traffic studies.<>
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ATM网络中视频电话会议流量的统计分析与仿真研究
研究了在异步传输模式(ATM)网络上提供视频电话会议服务的一些源建模和性能问题。在某些情况下,流量的周期性(由于恒定的视频帧率)可能会导致具有相同统计特征的不同源经历可能相差几个数量级的蜂窝损失率。可以通过适当的缓冲区调度来减轻这种源周期性的影响。对于所分析的视频电话会议序列(没有场景变化或场景剪切,运动适中),每帧的单元数不是正态分布的。相反,它遵循gamma(或负二项)分布。对于交通研究,二阶自回归模型和双态马尔可夫链模型低估或高估了具有大量细胞的帧的出现,而这些帧是决定细胞损失率的主要因素。然而,二阶自回归模型在统计意义上很好地拟合了数据。由三个交通参数(均值、相关和方差)推导出的多状态马尔可夫链模型在交通研究中具有足够的准确性
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