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Modeling Origin-Destination Uncertainty Using Network Sensor and Survey Data and New Approaches to Robust Control

机译:使用网络传感器和调查数据为起点-终点不确定性建模和鲁棒控制的新方法

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This study develops new methods for network assessment and control by taking explicit account of demand variability and uncertainty using partial sensor and survey data while imposing equilibrium conditions during the data collection phase. The methods consist of rules for generating possible origin-destination (OD) matrices and the calculation of average and quantile network costs. The assessment methodology leads to improved decision-making in transport planning and operations and is used to develop management and control strategies that result in more robust network performance. Specific contributions in this work consist of: (a) Characterization of OD demand variability, specifically with or without equilibrium assumptions during data collection; (b) Exhibiting the highly disconnected nature of OD space demonstrating that many current approaches to the problem of optimal control may be computationally intractable (c) Development of feasible Monte Carlo procedures for the generation of possible OD matrices used in an assessment of network performance; and (d) Calculation of robust network controls, with state-of-the-art cost estimation, for the following strategies: Bayes, p-quantile and NBNQ {near-Bayes near-Quantile). All strategies involve the simultaneous calculation of controls and equilibrium conditions.
机译:这项研究通过使用部分传感器和调查数据明确考虑需求变化和不确定性,同时在数据收集阶段施加平衡条件,从而开发了一种新的网络评估和控制方法。这些方法包括用于生成可能的起始位置(OD)矩阵以及计算平均和分位数网络成本的规则。评估方法可改善运输规划和运营中的决策,并用于制定管理和控制策略,从而提高网络性能。这项工作的具体贡献包括:(a)OD需求变化的特征,特别是在数据收集过程中有或没有均衡假设的情况下; (b)展示了OD空间的高度独立性,表明目前在解决最佳控制问题上有许多方法在计算上难以解决(c)制定可行的蒙特卡洛程序,以产生用于评估网络性能的可能的OD矩阵; (d)采用最新的成本估算方法,针对以下策略计算鲁棒的网络控制:贝叶斯,p分位数和NBNQ(近贝叶斯近分位数)。所有策略都涉及同时计算控制量和平衡条件。

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