Using k-means clustering to identify time-of-day break points for traffic signal timing plans

Xiaodong Wang, W. Cottrell, S. Mu
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引用次数: 42

Abstract

The k-means method, a nonhierarchical clustering algorithm, is applied to traffic volume data to determine time-of-day (TOD) breakpoints for traffic signal timing plans. Other methods, including hierarchical clustering techniques, have been applied to traffic signal timings, but they are computationally intensive and require a substantial amount of data storage space. The procedure requires that the analyst specify the number of clusters prior to engaging the algorithm. The resultant allocations of volumes to clusters may be "noisy"; smoothing may be needed to avoid having an inoperable number of TOD breakpoints. The algorithm is applied to a small case study involving a two-intersection corridor and just under four hours of volume data. Three time intervals were identified, with a peak, two-hour period sandwiched by two off-peak segments. An expanded application of the algorithm on a longer corridor or network, over a longer time period, is recommended. Subsequent steps would be to develop the signal timing plans for the study intersections, evaluate the proposed plans, and assess the potential for their implementation. The k-means method can develop TOD breakpoints from traffic volumes, making it a potentially useful procedure where detectors supplying additional traffic information are either sparse or nonexistent.
使用k-均值聚类识别交通信号配时计划的时间断点
将非分层聚类算法k-均值法应用于交通量数据,确定交通信号配时方案的时间断点。其他方法,包括分层聚类技术,已经应用于交通信号定时,但它们是计算密集型的,需要大量的数据存储空间。该过程要求分析人员在使用算法之前指定集群的数量。将卷分配给集群的结果可能是“嘈杂的”;可能需要平滑以避免出现不可操作的TOD断点数量。该算法应用于一个小型案例研究,涉及两个交叉口的走廊和不到四个小时的体积数据。确定了三个时间间隔,一个高峰,两个小时的时间段被两个非高峰时段夹在中间。建议将该算法扩展应用于更长的走廊或网络,时间更长。接下来的步骤将是制定研究十字路口的信号定时计划,评估拟议的计划,并评估其实施的潜力。k-means方法可以从交通量中开发TOD断点,使其成为提供额外交通信息的检测器要么稀疏要么不存在的潜在有用过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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