Abstract

An effective simulation of the urban sprawl in an urban agglomeration is conducive to making regional policies. Previous studies verified the effectiveness of the cellular-automata (CA) model in simulating urban sprawl, and emphasized that the definition of transition rules is the key to the construction of the CA model. However, existing simulation models based on CA are limited in defining complex transition rules. The aim of this study was to investigate the capability of two unsupervised deep-learning algorithms (deep-belief networks, DBN) and stacked denoising autoencoders (SDA) to define transition rules in order to obtain more accurate simulated results. Choosing the Beijing–Tianjin–Tangshan urban agglomeration as the study area, two proposed models (DBN–CA and SDA–CA) were implemented in this area for simulating its urban sprawl during 2000–2010. Additionally, two traditional machine-learning-based CA models were built for comparative experiments. The implementation results demonstrated that integrating CA with unsupervised deep-learning algorithms is more suitable and accurate than traditional machine-learning algorithms on both the cell level and pattern level. Meanwhile, compared with the DBN–CA, the SDA–CA model had better accuracy in both aspects. Therefore, the unsupervised deep-learning-based CA model, especially SDA–CA, is a novel approach for simulating urban sprawl and also potentially for other complex geographical phenomena.

Highlights

  • Urban areas have been dominant players in the world’s socioeconomic, political, cultural, and environmental spheres, and the global shift from rural to urban living has been a defining trend

  • The deep-belief networks (DBN)–cellular automata (CA) and stacked denoising autoencoders (SDA)–CA models proposed in this study were established through known data from 2000, 2005, and 2010

  • Compared with DBN–CA, the figure of merit (FoM) of SDA-CA increased by 9.8% in 2005 and 14.2% in 2010, which demonstrated that SDA is more suitable for discovering the transition rules for CA than DBN at cell level

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Summary

Introduction

Urban areas have been dominant players in the world’s socioeconomic, political, cultural, and environmental spheres, and the global shift from rural to urban living has been a defining trend. As the most significant land-use change processes, the urban sprawl has had an important impact on Earth’s surface, ecosystem, and environmental sustainability, and is closely related with the life of almost half of the world’s population [1]. In this context, urban-sprawl simulations have played a key role in understanding its spatial-evolution process and has became a powerful tool for supporting urban planning and sustainable development in urban agglomeration. Flexibility, and intuitiveness of CA [3], it has been widely adopted as a typical spatial dynamic model to simulate urban sprawl

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