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Simultaneously Optimizing Link Tolls And Signal Settings In A Road Network

机译:同时优化道路网络中的链路通行费和信号设置

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The problem of determining link tolls to reduce traffic congestion is often referred as a toll design problem. In this paper, optimal tolls are determined for signal-controlled junctions in urban traffic road networks where the rerouting traffic is properly taken into account. This problem can be formulated as a mathematical program with equilibrium constraints (MPEC) where the user equilibrium is expressed as a variational inequality problem. Due to the non-differentiability of the equilibrium problem, an efficient convergent solution scheme is established. Numerical calculations are conducted on a variety of example road networks and comparisons are made with earlier methods.
机译:确定链路收费以减少交通拥堵的问题通常被称为收费设计问题。在本文中,为城市交通路网中的信号控制路口确定了最佳通行费,在这种情况下,要适当考虑改道交通。可以将这个问题表述为具有均衡约束(MPEC)的数学程序,其中用户均衡表示为变分不等式问题。由于平衡问题的不可微性,建立了一种有效的收敛解方案。在各种示例性道路网络上进行数值计算,并与早期方法进行比较。

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