分类
复杂网络
公共交通
加权网络
计算机科学
透视图(图形)
拓扑(电路)
流量网络
运输工程
业务
数学
工程类
人工智能
数学优化
组合数学
万维网
作者
Harold Soh,Sonja Lim,Tianyou Zhang,Xiuju Fu,Gary Kee Khoon Lee,Terence Hung,Di Pan,Silvester Prakasam,Limsoon Wong
标识
DOI:10.1016/j.physa.2010.08.015
摘要
The structure and properties of public transportation networks have great implications for urban planning, public policies and infectious disease control. We contribute a complex weighted network analysis of travel routes on the Singapore rail and bus transportation systems. We study the two networks using both topological and dynamical analyses. Our results provide additional evidence that a dynamical study adds to the information gained by traditional topological analysis, providing a richer view of complex weighted networks. For example, while initial topological measures showed that the rail network is almost fully connected, dynamical measures highlighted hub nodes that experience disproportionately large traffic. The dynamical assortativity of the bus networks also differed from its topological counterpart. In addition, inspection of the weighted eigenvector centralities highlighted a significant difference in traffic flows for both networks during weekdays and weekends, suggesting the importance of adding a temporal perspective missing from many previous studies.
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