具有聚类速度-密度函数的运输问题模拟

Ferdian Akbar Daniswara, P. H. Gunawan
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摘要

本文讨论了k -均值聚类方法在交通流模型中寻找速度-密度函数估计的应用。采用KMeans聚类方法得到两个聚类,分别是拥挤聚类和轻聚类。根据聚类结果,这两个簇将具有不同的速度-密度函数。这里,速度-密度函数是通过对每个数据簇的线性回归得到的。为了测量速度-密度函数,本文将给出RMSE和R-Squared的值。结果表明,在不加入聚类的情况下,数值模拟的RMSE为2.3396,r²为0.3591。同时,对于轻星团,RMSE为1.1795,r平方为0.1388。此外,对于拥挤的群集,RMSE为0.8723,r平方为0.1357。最后,通过计算聚类到质心的欧氏距离来识别数值模拟中的交通状况。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulation of transport problem with clustering velocity-density function
This paper discusses the use of K-Means clustering method in finding an estimate of the velocity-density function in the traffic flow model. Two clusters will be obtained using KMeans clustering process, which are jammed and light cluster. These two clusters will have different velocity-density functions based on clustering result. Here, velocity-density function is obtained from linear regression of each data cluster. For measuring the velocity-density function, then this paper will provide the value of RMSE and R-Squared. The results show that RMSE is 2.3396 and R-squared is 0.3591 when no cluster is implemented in numerical simulation. Meanwhile, for the light cluster, the RMSE is found 1.1795 and R-squared 0.1388. Moreover, for the jammed cluster, RMSE is 0.8723 and R-squared is 0.1357. Finally, the process of identifying traffic conditions in the numerical simulation is done by computing Euclidean distance from centroid of clusters.
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