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Learning Common Metrics for Homogenous Tasks in Traffic Flow Prediction

机译:在交通流预测中学习常见任务的常见度量

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Nearest neighbor based nonparametric regression is a classic data-driven method for traffic flow prediction in intelligent transportation systems (ITS). Performances of those models depend heavily on the similarity or distance metric used to search nearest neighborhood. Metric learning algorithms have been developed to learn the distance metrics from data in recent years. In real-world transportation application, multiple forecasting tasks are set since there are lots of road sections and detector points in the traffic network. Previous works tend to learn only one global metric to be used for all the tasks or learn multiple local metrics for each task which may lead to under-fitting or over-fitting problem. To balance these two kinds of methods and improve the generalization of learned metrics, we propose a common metric learning algorithm under the intuition that homogenous tasks tend to have similar local metrics. Then the learned common metrics are used in common metric KNN (CM-KNN) for traffic flow prediction. Experimental results show that our algorithm to learn common metrics are reasonable and CM-KNN method for traffic flow prediction outperforms other competing methods.
机译:基于最近的基于邻的非参数回归是一种经典数据驱动方法,用于智能运输系统(其)中的流量流程预测。这些模型的性能大量取决于用于搜索最近邻域的相似性或距离度量。已经开发了公制学习算法来学习近年来数据的距离指标。在现实世界的运输应用程序中,设置了多个预测任务,因为交通网络中有很多路段和探测点。以前的作品倾向于只学习一个全球度量标准,用于所有任务或为每个任务学习多个本地度量,这可能导致拟合不当或过度拟合问题。为了平衡这两种方法并改善学习指标的概括,我们提出了一种在直觉下的常见度量学习算法,即同质任务往往具有类似的本地度量。然后,学习的常见度量用于公共度量knn(cm-knn),用于交通流预测。实验结果表明,我们学习常见度量的算法是交通流量预测的合理和CM-KNN方法,优于其他竞争方法。

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