Short-Term Network Traffic Prediction with ACD and Particle Filter

Gaoyu Zhang, Duying Huang
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引用次数: 4

Abstract

Network traffic prediction is hot spot in recent years' research, which is of great significance in area such as congestion control, network management and diagnostic. Network traffic is non-linear, non-stationary, and uncertain, and its uncertainty increases rapidly when making short-term traffic flow prediction. After reviewing current network traffic prediction algorithms' merits and drawbacks based on Time-Series analysis, Artificial Neural Network here, a new network traffic prediction algorithms in short-term is proposed. The time interval when detecting that network data packet pass on certain section is treated as a stochastic process. In the ARCH (autoregressive conditional heteroskedasticity) framework, stochastic process is described by a marked point process that different point processes may generate different ACD (autoregressive conditional duration) model, then ACD model can be used to complete the description of time interval when network data packet passing. Based on this model, a particle filter is applied to non-stationary motion system for short-term network traffic prediction. At last, this algorithm is applied to real data for real-evidence analysis.
基于ACD和粒子滤波的短期网络流量预测
网络流量预测是近年来研究的热点,在拥塞控制、网络管理和诊断等领域具有重要意义。网络流量具有非线性、非平稳和不确定性,在进行短期流量预测时,其不确定性迅速增加。在回顾了当前基于时间序列分析的网络流量预测算法的优缺点后,本文提出了一种新的短期网络流量预测算法。将检测网络数据包通过某一路段的时间间隔看作是一个随机过程。在ARCH(自回归条件异方差)框架中,随机过程用标记点过程来描述,不同的点过程可以产生不同的ACD(自回归条件持续时间)模型,然后用ACD模型来完成对网络数据包通过时间间隔的描述。在此模型的基础上,将粒子滤波应用于非平稳运动系统中进行短时网络流量预测。最后,将该算法应用到实际数据中进行实证据分析。
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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