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A novel approach for the structural comparison of origin-destination matrices: Levenshtein distance

机译:起点-终点矩阵结构比较的新方法:Levenshtein距离

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Origin-Destination (OD) matrix is a tableau of travel demand distributed between different zonal pairs. Essentially, OD matrix provides two types of information: (a) the individual cell value represents travel demand between a specific OD pair; and (b) group of OD pairs provides insights into structural information in terms of distribution pattern of OD flows. Comparison of OD matrices should account both types of information. Limited studies in the past developed structural similarity measures, and most studies still depend on traditional measures for OD matrices comparison. Traditional performance measures are based on cell by cell comparison, and often neglect OD matrix structural information within their formulations.We propose a methodology that adopts the fundamentals of Levenshtein distance, traditionally used to compare sequences of strings, and extends it to quantify the structural comparison of OD matrices. The novel performance measure is named as normalised Levenshtein distance for OD matrices (NLOD). The results of sensitivity analysis support NLOD to be a robust statistical measure for holistic comparison of OD matrices. The study demonstrates the practicality of the approach with a case study application on real Bluetooth based OD matrices from the Brisbane City Council (BCC) region, Australia.
机译:原始目的地(OD)矩阵是在不同区域对之间分配的旅行需求的表格。从本质上讲,OD矩阵提供两种类型的信息:(a)单个像元值表示特定OD对之间的旅行需求; (b)OD对组根据OD流量的分布模式提供了对结构信息的见识。 OD矩阵的比较应说明两种类型的信息。过去有限的研究开发了结构相似性度量,并且大多数研究仍依赖于传统方法来进行OD矩阵比较。传统的性能指标基于逐个单元的比较,并且经常忽略其配方中的OD矩阵结构信息。我们提出了一种方法,该方法采用了Levenshtein距离的基础知识,该方法通常用于比较字符串序列,并将其扩展以量化结构比较OD矩阵。这种新的性能指标被称为OD矩阵的标准化Levenshtein距离(NLOD)。灵敏度分析的结果支持NLOD作为OD矩阵整体比较的可靠统计方法。这项研究在澳大利亚布里斯班市议会(BCC)地区基于真实蓝牙的OD矩阵上进行了案例研究,证明了该方法的实用性。

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