Article ID Journal Published Year Pages File Type
975970 Physica A: Statistical Mechanics and its Applications 2011 13 Pages PDF
Abstract

The structural properties of the subway network are crucial in effective transportation in cities. This paper presents an information perspective of navigation in four different subway networks: New York City, Paris, Barcelona and Moscow. We addressed our study to investigate what is that makes it complicated to navigate in these kinds of networks and we carried out a comparison between them and their intrinsic constraints. Our methodological approach is based on a set of cost/efficiency indicators which are defined in the complex networks literature. We find that the overall complexity in finding stations measured by the average search information SS linearly increases as a function of the network size NN. The direct implication of this finding is that from these basic levels of required information, the average value H(k)H(k) can be represented as a function of the node degree kk. Finally, through analyzing subway networks in space PP, we reveal the existing service modularity among subway routes using a rescaled expression of SS.

Related Topics
Physical Sciences and Engineering Mathematics Mathematical Physics
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