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Identification of normal traffic patterns from large datasets.

机译:从大型数据集中识别正常流量模式。

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Knowledge of "normal traffic patterns" is essential for a number of transportation applications, such as signal system retiming and performance measurement. The simple historic average - the average of all the traffic data in a dataset, by the time of day - has traditionally been used to derive these traffic patterns. However, this method is biased by the presence of traffic abnormalities (such as crashes, and inclement weather). To avoid this bias, experts currently inspect the data visually. After the identification and elimination of the traffic abnormalities, the underlying "normal traffic pattern" is identified. Three main challenges of this approach are: (1) the bias introduced due to subjectivity, (2) the additional time required to analyze the data manually, and (3) the increasing sizes of the available traffic data sets (both spatially and temporally).;To address the above challenges in exploiting the traffic data archives, new data analysis tools are essential. In this research study, a new method, the Quantum-Frequency algorithm, was developed. Three other algorithms - K-Means Clustering, Wavelet-based Clustering and Median - were identified as promising algorithms, and developed further.;A methodology was developed to evaluate these promising algorithms, along with the traditional historic average algorithm. When applied to several real-world datasets from across Virginia, the K-means clustering and wavelet-based clustering failed to converge; and the historic average was significantly biased. The Quantum-Frequency Algorithm and the Median both converged and were accurate, when compared to expert analyses. Based on these findings, a final practical methodology for identifying normal traffic patterns is developed and demonstrated with two further datasets from Virginia and California.;Key contributions of this study include (1) a detailed definition for "normal traffic pattern," (2) development, sensitivity analysis and application of the Quantum-Frequency Algorithm, (3) development and application of the evaluation methodology, (4) first documented quantification of the bias in the widely-used historic average algorithm, and (5) development and demonstration of a proposed final methodology for identifying normal traffic patterns.
机译:“正常交通模式”的知识对于许多交通应用至关重要,例如信号系统重定时和性能测量。传统上,简单的历史平均值-一天中某个时间点数据集中所有流量数据的平均值-一直被用来得出这些流量模式。但是,这种方法因交通异常(例如交通事故和恶劣天气)的存在而存在偏差。为了避免这种偏差,专家目前正在目视检查数据。在识别并消除了交通异常之后,识别出潜在的“正常交通模式”。这种方法的三个主要挑战是:(1)由于主观性而引起的偏差;(2)手动分析数据所需的额外时间;(3)可用交通数据集的大小(在空间和时间上)不断增加为了应对上述利用交通数据档案库的挑战,新的数据分析工具必不可少。在这项研究中,开发了一种新方法,即量子频率算法。三种其他算法-K-Means聚类,基于小波的聚类和中位数-被确定为有前途的算法,并得到了进一步发展。当将其应用于整个弗吉尼亚州的几个真实世界的数据集时,K均值聚类和基于小波的聚类无法收敛;而历史平均水平则有明显偏差。与专家分析相比,量子频率算法和中值既收敛又精确。基于这些发现,开发了一种用于识别正常交通方式的最终实用方法,并用来自弗吉尼亚州和加利福尼亚州的两个另外的数据集进行了演示。该研究的主要贡献包括(1)“正常交通方式”的详细定义,(2)量子频率算法的开发,灵敏度分析和应用,(3)评估方法的开发和应用,(4)首先记录了广泛使用的历史平均算法中偏差的量化,以及(5)的开发和演示提出的用于识别正常流量模式的最终方法。

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