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首页> 外文期刊>Intelligent Transportation Systems, IEEE Transactions on >Time-Aware Multivariate Nearest Neighbor Regression Methods for Traffic Flow Prediction
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Time-Aware Multivariate Nearest Neighbor Regression Methods for Traffic Flow Prediction

机译:时间感知的多元最近邻回归方法在交通流量预测中的应用

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摘要

Traffic flow prediction is a fundamental functionality of intelligent transportation systems. After presenting the state of the art, we focus on nearest neighbor regression methods, which are data-driven algorithms that are effective yet simple to implement. We try to strengthen their efficacy in two ways that are little explored in literature, i.e., by adopting a multivariate approach and by adding awareness of the time of the day. The combination of these two refinements, which represents a novelty, leads to the definition of a new class of methods that we call time-aware multivariate nearest neighbor regression (TaM-NNR) algorithms. To assess this class, we have used publicly available traffic data from a California highway. Computational results show the effectiveness of such algorithms in comparison with state-of-the-art parametric and non-parametric methods. In particular, they consistently perform better than their corresponding standard univariate versions. These facts highlight the importance of context elements in traffic prediction. The ideas presented here may be further investigated considering more context elements (e.g., weather conditions), more complex road topologies (e.g., urban networks), and different types of prediction methods.
机译:交通流量预测是智能交通系统的基本功能。介绍了最新技术之后,我们将重点介绍最近邻回归方法,该方法是有效但易于实现的数据驱动算法。我们尝试通过文献中鲜有探索的两种方式来增强其功效,即采用多元方法并增加对一天中时间的认识。这两种改进的结合代表了一种新颖性,从而导致了一类新方法的定义,我们称之为时间感知多元最近邻回归(TaM-NNR)算法。为了评估此类,我们使用了来自加利福尼亚州高速公路的公共交通数据。计算结果表明,与最新的参数和非参数方法相比,这种算法的有效性。特别是,它们始终比相应的标准单变量版本性能更好。这些事实突出了上下文元素在流量预测中的重要性。可以考虑更多上下文元素(例如天气条件),更复杂的道路拓扑结构(例如城市网络)以及不同类型的预测方法来进一步研究此处介绍的想法。

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