基于小波分析和 XGBoost 的短期交通流预测

Xin Wang, Fang Fang
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引用次数: 0

摘要

交通流量预测对城市规划和缓解交通拥堵具有重要意义。由于城市路网短期交通流的随机性和高波动性,单一模型难以准确估计交通流量和出行时间。为了获得更理想的预测精度,本文建立了基于小波分解与重构(WDR)和极梯度提升(XGBoost)模型的组合预测模型。首先,应用 Mallat 算法对原始交通数据的平均旅行时间序列进行多尺度小波分解,并对每个尺度的分量进行单分支重构。其次,使用 XGBoost 对每个重建的单分支序列进行预测,从而得到多个子模型,并使用贝叶斯算法对子模型的超参数进行优化。最后,利用所有子模型预测值的代数和得出整体流量预测结果。为了测试所提模型的性能,我们从美国纽约布鲁克林地区的某个路段收集了实际交通流量数据。将所提出的 WDR-XGBoost 模型的性能与其他现有的机器学习模型(如支持向量回归模型 (SVR) 和单一 XGBoost 模型)进行了比较。实验结果表明,所提出的 WDR-XGBoost 模型在多个评价指标上表现更佳,在准确性和稳定性方面明显优于其他模型。
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Short-Term Traffic Flow Prediction Based on Wavelet Analysis and XGBoost
Traffic flow prediction is of great significance for urban planning and alleviating traffic congestion. Due to the randomness and high volatility of urban road network short-term traffic flow, it is difficult for a single model to accurately estimate traffic flow and travel time. In order to obtain more ideal prediction accuracy, a combined prediction model based on wavelet decomposition and reconstruction (WDR) and the extreme gradient boosting (XGBoost) model is developed in this paper. Firstly, the Mallat algorithm is applied to perform multi-scale wavelet decomposition on the average travel time series of the original traffic data, and single branch reconstruction is performed on the components at each scale. Secondly, XGBoost is used to predict each reconstructed single-branch sequence, so as to obtain multiple sub-models, and the Bayesian algorithm is used to optimize the hyperparameters of the sub-models. Finally, the algebraic sum of the predicted values of all sub-models is used to obtain the overall traffic prediction result. To test the performance of the proposed model, actual traffic flow data has been collected from a certain link of the Brooklyn area in New York, USA. The performance of proposed WDR-XGBoost model has been compared with other existing machine learning models, e.g., support vector regression model (SVR) and single XGBoost model. Experimental findings demonstrated that the proposed WDR-XGBoost model performs better on multiple evaluation indicators and has significantly outperformed the other models in terms of accuracy and stability.
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