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基于区间二型模糊集合的人工交通系统可信度评估

李润梅 梁秋鸿

李润梅, 梁秋鸿. 基于区间二型模糊集合的人工交通系统可信度评估. 自动化学报, 2019, 45(10): 1915-1922. doi: 10.16383/j.aas.c180105
引用本文: 李润梅, 梁秋鸿. 基于区间二型模糊集合的人工交通系统可信度评估. 自动化学报, 2019, 45(10): 1915-1922. doi: 10.16383/j.aas.c180105
LI Run-Mei, LIANG Qiu-Hong. Artificial Traffic System Credibility Evaluation With Interval Type-2 Fuzzy Sets. ACTA AUTOMATICA SINICA, 2019, 45(10): 1915-1922. doi: 10.16383/j.aas.c180105
Citation: LI Run-Mei, LIANG Qiu-Hong. Artificial Traffic System Credibility Evaluation With Interval Type-2 Fuzzy Sets. ACTA AUTOMATICA SINICA, 2019, 45(10): 1915-1922. doi: 10.16383/j.aas.c180105

基于区间二型模糊集合的人工交通系统可信度评估

doi: 10.16383/j.aas.c180105
基金项目: 

国家重点研发计划 2018YFB1201500

详细信息
    作者简介:

    梁秋鸿   北京交通大学智能系统与可再生能源中心硕士研究生.主要研究方向为交通流量预测和交通信息处理.E-mail:17120235@bjtu.edu.cn

    通讯作者:

    李润梅  北京交通大学电子信息工程学院副教授.2005年获中国科学院自动化研究所控制理论与控制工程博士学位.主要研究方向为交通信息处理, 无人驾驶车辆的路径规划和控制.本文通信作者.E-mail:rmli@bjtu.edu.cn

Artificial Traffic System Credibility Evaluation With Interval Type-2 Fuzzy Sets

Funds: 

National Key Research and Development Program of China 2018YFB1201500

More Information
    Author Bio:

     Master student at the Center for Intelligent Systems and Renewable Energy, Beijing Jiaotong University. Her research interest covers traffic flow prediction and traffic information processing

    Corresponding author: LI Run-Mei   Associate professor at the School of Electronic and Information Engineering of Beijing Jiaotong University. She received her Ph. D. degree in control theory and control engineering from the Institute of Automation, Chinese Academy of Sciences in 2005. Her research interest covers traffic information processing, path planning and control for unmanned vehicles. Corresponding author of this paper
  • 摘要: 提出了一种基于区间二型模糊集合理论的人工交通系统可信度评估方法.该方法以二型模糊集合算法为核心数据处理方法,构建了人工交通系统的评估体系.利用置信区间方法提取实际交通数据和人工交通数据的统计特征,同时为二型模糊集合提供了输入数据.利用二型模糊集合处理不确定性、随机性和噪声数据的能力,得到刻画实际交通系统和人工交通系统特性的输出数据集.并基于Jaccard算法对两个系统二型模糊集合的输出集进行了相似度运算,以Cronbach系数值为依据,实现了人工交通系统的可信度评估.与传统可信度评估方法相比,该评估方法具有较强的数据处理能力,有效地实现了基于数据驱动方法理念下人工系统与实际系统之间的比较.本文基于面向对象编程语言搭建开发的基于Agent的人工交通系统模型,对其进行了可信度评估验证,评估结果说明了所提出方法的合理性和有效性.
    1)  本文责任编委 莫红
  • 图  1  基于二型模糊集合理论的人工交通系统评估过程

    Fig.  1  Artificial traffic system assessment process based on type-2 fuzzy set theory

    图  2  24小时交通流量的区间化描述

    Fig.  2  The interval description of 24 hours traffic flow

    图  3  典型人工公共交通系统模型

    Fig.  3  Typical artificial transit traffic system model

    图  4  区间算法一型模糊集合并运算

    Fig.  4  An example of the union of type-1 fuzzy sets

    图  5  三个候车站实际候车乘客数据和对应的人工交通系统候车乘客人数数据的二型模糊集合

    Fig.  5  Two-type fuzzy set of three stations actual data and corresponding simulation data

    表  1  三个公交车站上车人数的实际调研数据和人工交通系统运行数据

    Table  1  The actual data and simulation data of people get on the three bus stops

    时段 实际系统第1站 仿真系统第1站 实际系统第2站 仿真系统第2站 仿真系统第3站 实际系统第3站
    3:00 $\sim$ 3:05 9 13 8 15 4 5
    3:06 $\sim$ 3:10 10 15 10 13 0 1
    3:11 $\sim$ 3:15 14 9 5 8 3 3
    3:16 $\sim$ 3:20 0 25 6 9 1 2
    3:21 $\sim$ 3:25 29 20 16 0 6 3
    3:26 $\sim$ 3:30 25 3 11 19 3 5
    3:31 $\sim$ 3:35 15 17 5 6 4 8
    3:36 $\sim$ 3:40 10 0 7 6 3 2
    3:41 $\sim$ 3:45 15 9 8 0 5 1
    3:46 $\sim$ 3:50 19 15 6 11 1 0
    3:51 $\sim$ 3:55 9 21 10 9 4 4
    3:56 $\sim$ 4:00 19 4 16 18 0 2
    下载: 导出CSV

    表  2  三个公交车站上车人数模糊化以后的实际数据和仿真数据

    Table  2  The actual data and simulation data after fuzzified of people get on the three bus stops

    时段 实际系统第1站 仿真系统第1站 实际系统第2站 仿真系统第2站 仿真系统第3站 实际系统第3站
    3:00 $\sim$ 3:05 2      4 3      5 3      5 6      8 3      5 4      6
    3:06 $\sim$ 3:10 2      4 4      6 4      6 6      8 0      1 0      2
    3:11 $\sim$ 3:15 3      5 2      4 1      3 3      5 2      4 2      4
    3:16 $\sim$ 3:20 0      1 7      9 2      4 3      5 0      2 1      3
    3:21 $\sim$ 3:25 6      8 6      8 7      9 0      1 5      7 2      4
    3:26 $\sim$ 3:30 6      8 0      2 4      6 5      7 2      4 4      6
    3:31 $\sim$ 3:35 4      6 5      7 1      3 2      4 3      5 7      9
    3:36 $\sim$ 3:40 2      4 0      1 3      5 2      4 2      4 1      3
    3:41 $\sim$ 3:45 4      6 2      4 3      5 0      1 4      6 0      2
    3:46 $\sim$ 3:50 5      7 4      6 2      4 4      6 0      2 0      1
    3:51 $\sim$ 3:55 2      4 6      8 4      6 4      6 3      5 3      5
    3:56 $\sim$ 4:00 5      7 0      2 7      9 8      9 0      1 1      3
    下载: 导出CSV

    表  3  可信度值与Cronbach系数的关系

    Table  3  The relationship between the value of credibility and Cronbach coefficient

    系统可信程度 Cronbach系数(可信度)
    不可信 $ < 0.3$
    勉强可信 $0.3 \leq\alpha < 0.4$
    可信 $0.4 \leq\alpha < 0.5$
    很可信(最常见) $0.5 \leq\alpha < 0.7$
    很可信(次常见) $0.7 \leq\alpha < 0.9$
    十分可信 $0.9 \leq\alpha$
    下载: 导出CSV
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  • 收稿日期:  2018-02-26
  • 录用日期:  2018-08-30
  • 刊出日期:  2019-10-20

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