Identifying Aggregation Artery Architecture of constrained Origin-Destination flows using Manhattan L-function
Zidong Fang, Hua Shu, Ci Song, Jie Chen, Tianyu Liu, Xiaohan Liu and, Tao Pei

TL;DR
This paper introduces a novel clustering method based on Manhattan L-function to identify aggregation artery architecture in constrained origin-destination flows, improving urban flow analysis and infrastructure planning.
Contribution
The paper presents a Manhattan L-function-based clustering approach that adapts to road networks, accurately identifying flow aggregation scales and core flows for urban traffic analysis.
Findings
AAA clarifies resident movement patterns
Method aids in selecting distribution site locations
Improves understanding of urban flow aggregation
Abstract
The movement of humans and goods in cities can be represented by constrained flow, which is defined as the movement of objects between origin and destination in road networks. Flow aggregation, namely origins and destinations aggregated simultaneously, is one of the most common patterns, say the aggregated origin-to-destination flows between two transport hubs may indicate the great traffic demand between two sites. Developing a clustering method for constrained flows is crucial for determining urban flow aggregation. Among existing methods about identifying flow aggregation, L-function of flows is the major one. Nevertheless, this method depends on the aggregation scale, the key parameter detected by Euclidean L-function, it does not adapt to road network. The extracted aggregation may be overestimated and dispersed. Therefore, we propose a clustering method based on L-function of…
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Taxonomy
TopicsData Management and Algorithms · Human Mobility and Location-Based Analysis · Transportation Planning and Optimization
