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Traffic Data Imputation Algorithm Based on Improved Low-Rank Matrix Decomposition

机译:基于改进的低级矩阵分解的流量数据估算算法

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Traffic data plays a very important role in Intelligent Transportation Systems (ITS). ITS requires complete traffic data in transportation control, management, guidance, and evaluation. However, the traffic data collected from many different types of sensors often includes missing data due to sensor damage or data transmission error, which affects the effectiveness and reliability of ITS. In order to ensure the quality and integrity of traffic flow data, it is very important to propose a satisfying data imputation method. However, most of the existing imputation methods cannot fully consider the impact of sensor data with data missing and the spatiotemporal correlation characteristics of traffic flow on imputation results. In this paper, a traffic data imputation method is proposed based on improved low-rank matrix decomposition (ILRMD), which fully considers the influence of missing data and effectively utilizes the spatiotemporal correlation characteristics among traffic data. The proposed method uses not only the traffic data around the sensor including missing data, but also the sensor data with data missing. The information of missing data is reflected into the coefficient matrix, and the spatiotemporal correlation characteristics are applied in order to obtain more accurate imputation results. The real traffic data collected from the Caltrans Performance Measurement System (PeMS) are used to evaluate the imputation performance of the proposed method. Experiment results show that the average imputation accuracy with proposed method can be improved 87.07% compared with the SVR, ARIMA, KNN, DBN-SVR, WNN, and traditional MC methods, and it is an effective method for data imputation.
机译:交通数据在智能交通系统(其)中起着非常重要的作用。它需要在运输控制,管理,指导和评估中完成交通数据。然而,从许多不同类型的传感器收集的流量数据通常包括由于传感器损坏或数据传输错误而缺少数据,这会影响其有效性和可靠性。为了确保交通流量数据的质量和完整性,提出令人满意的数据归档方法非常重要。然而,大多数现有的撤销方法无法充分考虑传感器数据与数据缺失的影响以及交通流量上的时空相关特性。本文基于改进的低秩矩阵分解(ILRMD)提出了一种交通数据载销方法,该方法完全考虑了缺失数据的影响并有效地利用了业务数据之间的时空相关特性。该方法不仅使用传感器周围的交通数据包括缺失数据,还使用具有数据缺失的传感器数据。丢失数据的信息被反映为系数矩阵,并且施加时空相关特性以获得更准确的估算结果。从Caltrans性能测量系统(PEMS)收集的实际交通数据用于评估所提出的方法的归纳性能。实验结果表明,与SVR,Arima,KNN,DBN-SVR,WNN和传统MC方法相比,采用所提出的方法的平均额定精度可以提高87.07%,是一种有效的数据归档方法。

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