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Traffic Flow Decomposition and Prediction Based on Robust Principal Component Analysis

机译:基于鲁棒主成分分析的流量分解和预测

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Research on traffic data analysis is becoming more available and important. One of the key challenges is how to accurately decompose the high-dimensional, noisy observation traffic flow matrix into sub-matrices that correspond to different classes of traffic flow which builds a foundation for traffic flow prediction, abnormal data detection and missing data imputation. While in traditional research, Principal Component Analysis (PCA) is usually used for traffic matrix analysis. However, the traffic matrix is usually corrupted by large volume anomalies, the resulting principal components will be significantly skewed from those in the anomaly-free case. In this paper, we introduce the Robust Principal Component Analysis (robust PCA) for decomposition. It can mine more accurate and robust underlining temporal and spatial characteristics of traffic flow with all kinds of fluctuations. We performed a comparative experimental analysis based on robust PCA with PCA-based method on a real-life dataset and got better decomposition performance. In the real-life dataset, results show that through robust PCA most of the large volume anomalies are short-lived and well isolated in the residual traffic matrix while PCA failed. In traffic flow prediction experiments based on decomposition, it shows that the result based on robust PCA outperforms the PCA and simple average. It provide adequate evidence that robust PCA is more appropriate for traffic flow matrix analysis. Robust PCA shows promising abilities in improving the accuracy and reliability of traffic flow analysis.
机译:交通数据分析的研究变得越来越重要。关键挑战之一是如何准确地分解高维,嘈杂的观察业务流矩阵到对应于不同类业务流量的子矩阵,该流量为交通流量预测,异常数据检测和缺少数据归档构建基础。虽然在传统研究中,主要成分分析(PCA)通常用于交通矩阵分析。然而,交通矩阵通常由大体积异常损坏,所得到的主要成分将从无异常情况下显着偏见。在本文中,我们介绍了用于分解的强大主成分分析(鲁棒PCA)。它可以在各种波动中挖掘更准确和强大的下划线的交通流量的时间和空间特征。我们对基于PCA的方法进行了比较实验分析,在实际数据集中获得了基于PCA的方法,具有更好的分解性能。在现实生活数据集中,结果表明,通过强大的PCA大多数大容量异常在剩余业务矩阵中是短暂的,并且在PCA失败时孤立。在基于分解的流量预测实验中,它表明,基于鲁棒PCA的结果优于PCA和简单的平均值。它提供了足够的证据,即强大的PCA更适合交通流矩阵分析。强大的PCA显示了提高交通流量分析的准确性和可靠性的有希望的能力。

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