Abstract

This paper explores the urban-geographical potential of simulation approaches combining spatial and topological processes. Drawing on Vertes et al.'s (2012) economical clustering model, we propose a generative network model integrating factors captured in traditional spatial models (e.g., gravity models) and more recently developed topological models (e.g., actor-oriented stochastic models) into a single framework. In our urban network-implementation of the generative network model, it is assumed that the emergence of inter-city linkages can be approximated through probabilistic processes that speak to a series of contradictory forces. Our exploratory study focuses on the outline of the infrastructure networks connecting prefecture-level cities in the highly urbanized Yangtze River Delta (China). Possible hampering factors in the emergence of these networks include distance and administrative boundaries, while stimulating factors include a measure of city size (population, gross domestic product) and a topological rule stating that the formation of connections between cities sharing nearest neighbors is more likely (i.e., a transitive effect). Based on our results, two wider implications of our research are discussed: (1) it confirms the potential of the proposed method in urban network simulation in that the inclusion of a topological factor alongside geographical factors generates an urban network that better approximates the observed network; (2) it allows exploring the differential extent to which driving forces influence the structure of different urban networks. For instance, in the Yangtze River Delta, transitivity plays a less important role in the Internet-network formation; GDP and boundaries more strongly affect the rail network; and distance decay effects play a more prominent role in the road network.

Highlights

  • The importance of cities is examined by means of diverse centrality measures such as degree, closeness and betweenness centrality as in Lin & Ban (2014), as well as eigenvector and recursive centrality as in Neal (2011, 2013)

  • Complex-network metrics are employed to reveal the topological properties of urban networks

  • 37 We applied GNM to three types of infrastructure networks connecting prefecture-level cities in the Yangtze River Delta, and focused on two potential qualities of this approach. It confirms the potential of the proposed method in urban network simulation

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Summary

Introduction

The importance of cities is examined by means of diverse centrality measures such as degree, closeness and betweenness centrality as in Lin & Ban (2014), as well as eigenvector and recursive centrality as in Neal (2011, 2013). Wang et al (2011) identify small-world characteristics (Watts & Strogatz, 1998) in China’s air transport network, with city-pairs separated by just a few links and the topological property of the network exhibiting a high local clustering coefficient. All of these frequently used techniques contribute to a better understanding of patterns and structures of urban systems. Topological and spatial effects are not mutually exclusive: they may exert overlapping (yet separate) influences on the shaping of urban networks (cf Pflieger & Rozenblat, 2010); this is because city-dyads characterized by topological proximity (i.e., two nodes that have a strong direct connection) are in most cases located near each other. Interdependent cities are generally close to each other in ‘real’ space

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