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基于非参数样条拟合的交通流预测方法研究
引用本文:王晓原,张敬磊,张开旺,吴磊. 基于非参数样条拟合的交通流预测方法研究[J]. 计算机工程与应用, 2006, 42(26): 218-220
作者姓名:王晓原  张敬磊  张开旺  吴磊
作者单位:山东理工大学交通与车辆工程学院智能交通研究所,山东,淄博,255049;淄博职业学院机械与汽车工程系,山东,淄博,255049
基金项目:山东省社会科学基金;山东理工大学校科研和教改项目
摘    要:准确的交通流短时预测是智能交通系统,尤其是其先进的交通管理系统与先进的出行者信息系统研究的关键内容之一。随着预测时间跨度的缩短,交通流量的变化显示出越来越强的不确定性,使得一般预测方法的预测精度大大降低。针对智能交通系统的开发,论文将样条拟合的思想应用到交通流预测领域,利用贝努利多项式求解核函数,进而利用非参数回归理论进行交通流预测。经过实测数据仿真试验表明,样条拟合能较好地兼顾最优拟合与曲线光滑度的选择,算法的预测效果良好。

关 键 词:交通流  短时预测  非参数回归  样条拟合
文章编号:1002-8331-(2006)26-0218-03
收稿时间:2005-11-01
修稿时间:2005-11-01

Study on Traffic Flow Forecasting Method Based on Non-parameter Regression Spline Fitting
WANG Xiao-yuan,ZHANG Jing-lei,ZHANG Kai-wang,WU Lei. Study on Traffic Flow Forecasting Method Based on Non-parameter Regression Spline Fitting[J]. Computer Engineering and Applications, 2006, 42(26): 218-220
Authors:WANG Xiao-yuan  ZHANG Jing-lei  ZHANG Kai-wang  WU Lei
Affiliation:Institute of Intelligent Transportation,School of Transportation and Vehicle Engineering, Shandong University of Technology,Zibo,Shandong 255049; 2(School of Mechanical and Automotive Engineering,Zibo Vocational Institute,Zibo,Shandong 255049
Abstract:Accurate short-term traffic flow forecasting is becoming a crucial step in ITS research,especially,for its Advanced Traffic Management System and Advanced Traveler Information System research.With the shortening of the forecasting term,the uncertainty of traffic flow becomes more and more seriously,so that the forecasting effect of general approaches is decreasing.Aimming to the development of ITS,this paper applies the theory of spline fitting to traffic flow forecasting and solves the kernel function with Bernoulli polynomial.And then,traffic flow condition can be forecasted using the theory of non-parameter regression.Results of the test using field data show that the spline fitting can make a better compromise of best fitting and smoothness,and the algorithm performs better in short-term traffic flow forecasting.
Keywords:traffic flow  short-term forecasting  non-parametric regression  spline fitting
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