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An iterative algorithm to determine the dynamic user equilibrium in a traffic simulation model

机译:确定交通仿真模型中动态用户平衡的迭代算法

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An iterative algorithm to determine the dynamic user equilibrium with respect to Link costs defined by a traffic simulation model is presented. Each driver's route choice is modeled by a discrete probability distribution which is used to select a route in the simulation. After each simulation run, the probability distribution is adapted to minimize the travel costs. Although the algorithm does not depend on the simulation model, a queuing model is used for performance reasons. The stability of the algorithm is analyzed for a simple example network. As an application example, a dynamic version of Braess's paradox is studied. [References: 15]
机译:提出了一种迭代算法,该算法可确定由流量仿真模型定义的关于链接成本的动态用户均衡。每个驾驶员的路线选择均由离散概率分布建模,该分布用于在仿真中选择路线。在每次模拟运行之后,将调整概率分布以最大程度地减少旅行成本。尽管该算法不依赖于仿真模型,但出于性能原因,使用了排队模型。对于一个简单的示例网络,分析了算法的稳定性。作为一个应用示例,研究了Braess悖论的动态版本。 [参考:15]

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