基于稀疏高斯过程混合模型的短时交通流预测
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  • 英文篇名:A Short-term Forecasting of Traffic Flow Based on a Mixture Model of Sparse Gaussian Process
  • 作者:韩春颖 ; 周亚同 ; 常和玲 ; 池越 ; 何静飞
  • 英文作者:HAN Chunying;ZHOU Yatong;CHANG Heling;CHI Yue;HE Jingfei;School of Electronics and Information Engineering, Hebei University of Technology;Luancheng Branch of the National Grid;
  • 关键词:智能交通 ; 交通流预测 ; 稀疏高斯过程混合 ; 隐变量后验硬划分 ; 多模态
  • 英文关键词:intelligent transportation;;traffic flow prediction;;sparse gaussian process mixture;;variable-hidden posterior hard-cut;;multimodal
  • 中文刊名:JTJS
  • 英文刊名:Journal of Transport Information and Safety
  • 机构:河北工业大学电子信息工程学院;国家电网栾城分公司;
  • 出版日期:2019-02-28
  • 出版单位:交通信息与安全
  • 年:2019
  • 期:v.37;No.216
  • 基金:教育部人文社会科学研究规划基金(15YJA630108);教育部春晖计划项目(Z2017015);; 河北省引进留学人员资助项目(CL201707);; 河北省研究生创新资助项目(CXZZSS2018012)资助
  • 语种:中文;
  • 页:JTJS201901018
  • 页数:7
  • CN:01
  • ISSN:42-1781/U
  • 分类号:127-133
摘要
交通流预测在智能交通系统中起重要作用。由于短时交通流的时变性,传统预测模型效果较差。将稀疏高斯过程混合(SGPM)模型用于短时交通流预测,并研究了隐变量后验硬划分学习算法,该算法依据最大后验估计矫正样本划分,不断迭代实现最优分组。将SGPM模型与核回归(K-R)、最小最大概率机回归(MPMR)、线性回归(L-R)以及高斯过程(GP)的预测结果对比。同时将新的学习算法与传统variational和LooCV学习算法比较。结果表明,基于新算法的SGPM模型不仅能够分模态展示预测结果、输出置信区间,且短时交通流预测均方误差可达0.047 6,训练耗时达7.121 4 s,均优于其他模型。
        Forecasting of traffic flow plays an important role in intelligent transportation systems. Due to time-varying of short-term traffic flow, traditional models are less effective. A sparse Gaussian Process Mix(SGPM) model is applied to forecast short-term traffic flow. Moreover, an algorithm of posterior hard partition learning for high-efficiency hidden variables is proposed. This algorithm adopts iterative learning and using a maximizing posteriori estimation to achieve the optimal grouping of samples. The SGPM model is compared with kernel regression(K-R), minimum and maximum probability machine regression(MPMR), linear regression(L-R), and Gaussian process(GP). At the same time, the new learning algorithm is compared with traditional algorithms such as variational and LooCV learning. The results show that the SGPM model based on the proposed algorithm can display the forecasting results and confidence intervals of outputs. Its RMSE is 0.047 6, and training time is 7.121 4 s, which is superior to other models.
引文
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