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Distribution analysis of train interval journey time employing the censored model with shifting character

机译:带有偏移特征的删失模型对列车区间行程时间的分布分析

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摘要

The theoretical framework of limited dependent variable models is extended to accommodate a shifting character and thus fit the distribution of train journey time on sections of urban rail network. Data of actual train arrival and departure time at each station are used to calculate the journey time of each railway interval of multi-class trains. The log-normal distribution and normal distribution among a group of theoretical distributions are the most and second most suitable latent distributions of the train interval journey time in the censored models with shifting character. This modified distribution is described by four parameters, namely, the expectation and variance of the latent distribution and the upper and lower bound of the migration interval. The square root of the least square measurement (SRLSM) is taken as a measure, and a traversal search is adopted to determine the above four parameters according to the SRLSM. The average of the SRLSM of the theoretical train interval journey time distribution obtained by using the proposed method on all railway sections is 0.0905. The theoretical framework is the basis of storing hidden rules in data instead of past data of train travel time and optimizing the existing management of rail transit operation.
机译:有限因变量模型的理论框架得到扩展,以适应变化特征,因此适合城市轨道交通网段上火车行程时间的分布。每个车站实际列车到达和离开时间的数据用于计算多级列车每个铁路间隔的行程时间。在具有移位特征的删失模型中,对数正态分布和一组理论分布中的正态分布是列车间隔行程时间的最合适和次最合适的潜在分布。修改后的分布由四个参数描述,即潜在分布的期望和方差以及迁移间隔的上限和下限。以最小二乘测量(SRLSM)的平方根为度量,并根据SRLSM采用遍历搜索来确定上述四个参数。使用所提出的方法在所有铁路区段上获得的理论火车间隔行程时间分布的SRLSM平均值为0.0905。该理论框架是将隐藏规则存储在数据中而不是火车行驶时间的过去数据的基础,并优化了现有的轨道交通运营管理。

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