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Vehicle-type Specic Headway Distribution in Freeway Work Zones: A Nonparametric Approach

机译:高速公路工作区中特定于车辆类型的车头时距分布:非参数方法

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Vehicle Headway is critical to trac ow control and operation. Signicant research has been conducted on this topic. Previous work focused primarily on parametric mod- els which are based on certain assumptions, thus its reliability is still debated. This paper employs a nonparametric distribution model with Gaussian kernel functions to investigate freeway work zone scenarios. Without prior assumptions of the possible distribution model, a Gaussian kernel model is capable of capturing the intrinsic fea- tures from empirical work zone headway data to describe the headway distribution.The nonparametric model would be more favorable in various scenarios. In addition, this paper aims on the vehicle-type specic model: car-car, car-van, car-truck, van-car, van-van, van-truck, truck-car, truck-van, and truck-truck. The K-S test conrmed the performance of the nonparametric model. All K-S statistics indicate that the non-parametric model with Gaussian kernel model outperforms parametric models such as the lognormal distribution. Experiments were further conducted on the nine types of headways to provide visual evidence. The Gaussian kernel model shows robust capa- bility in describing the probability density function and cumulative density function, the relative error is rather small and can be considered to be negligible. The lognormal distribution is compared against the Gaussian kernel model when tting the empirical headway data. The results show Gaussian kernel model performs better in approximat- ing empirical headway data in work zones. As a result, the relative error is consistently smaller than the lognormal distribution which has a large initial uctuation. The re- sults suggest that the nonparametric distribution model with Gaussian kernel functions has a better goodness-of-t in the vehicle-type specic work zone scenario.
机译:车辆行驶距离对于追踪至关重要 流控制和操作。重大研究 已经对此主题进行过。先前的工作主要集中在参数化 基于某些假设的EL,因此其可靠性仍在争论中。这 本文采用具有高斯核函数的非参数分布模型 调查高速公路工作区方案。没有可能的事先假设 分布模型,高斯核模型能够捕获内在特征 根据经验性工作区的车头时距数据来描述车头时距分布。 在各种情况下,非参数模型将更为有利。此外, 本文针对的是车辆类型的特定模型:汽车,汽车,货车,卡车,货车, 货车,货车,卡车,货车和卡车。 K-S测试证实了 非参数模型的性能。所有K-S统计信息均表明,非 具有高斯核模型的参数模型的性能优于诸如 对数正态分布。进一步对这9种类型的 前进以提供视觉证据。高斯核模型显示了强大的功能 描述概率密度函数和累积密度函数的能力, 相对误差很小,可以忽略不计。对数正态 拟合经验值时,将分布与高斯核模型进行比较 进度数据。结果表明,高斯核模型在近似 在工作区域中记录经验的行进数据。结果,相对误差始终如一 小于对数正态分布,该对数正态分布具有较大的初始值 引诱。那里- 结果表明,具有高斯核函数的非参数分布模型 在车辆类型的特定工作区域方案中具有更好的t优度。

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