1. 基于时空残差张量学习的城市路网交通数据修复.
- Author
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李金龙, 李若南, 吴 攀, 于广婧, and 许伦辉
- Subjects
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COMPUTER network traffic , *GIBBS sampling , *INTELLIGENT transportation systems , *GAUSSIAN distribution , *MODEL validation - Abstract
To tackle the issue of traffic data loss due to various software/hardware failures in urban road network environments, this paper proposed a traffic data imputation method based on spatial-temporal residual tensor learning (ST-RTL). This method constructed a 3D traffic tensor with missing value to characterize original spatiotemporal attributes of road network maxi-mally. Then it adopted Gibbs sampling to perform a CANDECOMP/PARAFAC (CP) tensor decomposition and low-rank reconstruction of missing traffic data based on the assumption of Gaussian distribution. Considering the residual value produced by the tensor repair process, the study designed a bidirectional residual optimization structure with dynamic iterations to capture the residual spatiotemporal dependencies to enable the accurate repair of the missing traffic data. The experiments took a publicly available Hangzhou metro passenger flow for model construction and validation. The results indicate that when the missing rates are 10%~80%, the three missing scenarios (random, cluster and hybrid missing) have large differences on tensor structure damage, among which cluster missing has the greatest destruction and the evaluation indexes MAPE, RMSE and MAE of ST-RTL lied in 3.1071~7.0371, 16.3779~58.4286 and 3.7434~8.0135; and each indicator of ST-RTL model shows an accelerated increasing trend as the missing rate rises. Compared with the representative baseline models such as HaLRTC, GAIN and BGCP, the ST-RTL exhibits lower performance metrics and stronger stability in the acceptable computational costs, which can provide high-quality basic data for intelligent transportation systems. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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