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Travel Time Estimation Using Freeway Point Detector Data Based on Evolving Fuzzy Neural Inference System

机译:基于进化模糊神经推理系统的高速公路点检测器数据出行时间估算

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摘要

Travel time is an important measurement used to evaluate the extent of congestion within road networks. This paper presents a new method to estimate the travel time based on an evolving fuzzy neural inference system. The input variables in the system are traffic flow data (volume, occupancy, and speed) collected from loop detectors located at points both upstream and downstream of a given link, and the output variable is the link travel time. A first order Takagi-Sugeno fuzzy rule set is used to complete the inference. For training the evolving fuzzy neural network (EFNN), two learning processes are proposed: (1) a K-means method is employed to partition input samples into different clusters, and a Gaussian fuzzy membership function is designed for each cluster to measure the membership degree of samples to the cluster centers. As the number of input samples increases, the cluster centers are modified and membership functions are also updated; (2) a weighted recursive least squares estimator is used to optimize the parameters of the linear functions in the Takagi-Sugeno type fuzzy rules. Testing datasets consisting of actual and simulated data are used to test the proposed method. Three common criteria including mean absolute error (MAE), root mean square error (RMSE), and mean absolute relative error (MARE) are utilized to evaluate the estimation performance. Estimation results demonstrate the accuracy and effectiveness of the EFNN method through comparison with existing methods including: multiple linear regression (MLR), instantaneous model (IM), linear model (LM), neural network (NN), and cumulative plots (CP).
机译:行驶时间是用于评估路网内部拥堵程度的重要指标。本文提出了一种基于演化模糊神经推理系统的行程时间估计新方法。系统中的输入变量是从位于给定链路上游和下游点的环路检测器收集的交通流量数据(流量,占用率和速度),输出变量是链路行进时间。一阶Takagi-Sugeno模糊规则集用于完成推理。为了训练演化模糊神经网络(EFNN),提出了两个学习过程:(1)采用K-means方法将输入样本划分为不同的聚类,并为每个聚类设计高斯模糊隶属度函数以测量隶属度样本到聚类中心的程度。随着输入样本数量的增加,会修改聚类中心,并会更新隶属函数。 (2)使用加权递归最小二乘估计器对高木-杉野型模糊规则中线性函数的参数进行优化。由实际和模拟数据组成的测试数据集用于测试该方法。包括平均绝对误差(MAE),均方根误差(RMSE)和平均绝对相对误差(MARE)在内的三个通用标准可用于评估估计性能。估计结果通过与现有方法进行比较证明了EFNN方法的准确性和有效性,这些方法包括:多元线性回归(MLR),瞬时模型(IM),线性模型(LM),神经网络(NN)和累积图(CP)。

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