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Implementation Methods to model High Traffic Loads

机译:高流量负荷建模的实现方法

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The continuous increasing traffic volume within the recent years leads to novel appearances of traffic characteristics. Clearly, a proper way of modeling these conditions is prerequisite for an adequate design of simulation and prediction tools. Although the permanent rising use of vehicles often implies a very high degree of bursty traffic behavior, great efforts are still taken to adapt the implemented ARMA and Markovian prediction tools to the current situation. However, theses models possess the disadvantage of smoothing out turbulent traffic due to its finite memory. In contrary, for high traffic loads long-range dependent (LRD) processes have proved to be the superior, adequate alternative in similar other fields like electronic network traffic (e.g. TCP/IP and ethernet traffic), video-on-demand streaming, stock market prediction etc.[4][9]. Thus, this paper first gives a precise, unique understanding into the mathematical background of LRD processes. Based upon this knowledge, appropriate, economic implementation techniques for real traffic control systems will be developed. Particular attention is laid on two major points: first, economic constraints require cost-efficient solutions for already existing systems. So the mainly used ARMA/Markovian tools will be upgraded to LRD systems by the expansion to long-memory FARIMA processes. Second, importance has to be laid to obtain a clear relation between abstract, mathematical parameters and existing boundary conditions. Here, the superposition of heavy-tailed distributions, each of them representing the local traffic condition of individual roads, gateway entries etc.leads to the desired Fractional Brownian Motion. Therefore, turbulent conditions, e.g. on highway corridors, can be depicted by the result of its incoming traffic.
机译:近年来,交通量的不断增加导致交通特征的新颖出现。显然,对这些条件建模的正确方法是适当设计仿真和预测工具的前提。尽管永久性增加车辆使用量经常意味着非常高度的突发交通行为,但仍需付出很大努力才能使已实施的ARMA和Markovian预测工具适应当前情况。然而,这些模型由于其有限的记忆而具有消除湍流的缺点。相反,对于高流量负载,已证明远程依赖(LRD)流程是类似其他领域(如电子网络流量(例如TCP / IP和以太网流量),视频点播流,库存,市场预测等。[4] [9]。因此,本文首先对LRD过程的数学背景给出了精确而独特的理解。基于此知识,将开发用于实际交通控制系统的适当的经济实施技术。特别要注意两个主要方面:首先,经济限制要求对现有系统进行具有成本效益的解决方案。因此,主要的ARMA / Markovian工具将通过扩展到长内存FARIMA流程而升级到LRD系统。第二,必须重视获得抽象,数学参数和现有边界条件之间的明确关系。在此,重尾分布的叠加(它们分别代表单个道路的本地交通状况,通道入口等)导致所需的分数布朗运动。因此,在恶劣的条件下,例如在高速公路走廊上,可以通过传入流量的结果来描述。

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