基于理论模型与美国经验证据的城市增长序贯模式(英文)

被引:4
作者
盛科荣 [1 ]
孙威 [2 ,3 ]
樊杰 [2 ,3 ]
机构
[1] Business School, Shandong University of Technology
[2] Institute of Geographical Sciences and Natural Resources Research, CAS
[3] Key Laboratory of Regional Sustainable Development Modeling, CAS
关键词
sequential city growth; discontinuities; city size distribution; conditional convergence;
D O I
暂无
中图分类号
F299.712 [];
学科分类号
1204 ;
摘要
City growth patterns are attracting more attention in urban geography studies. This paper examines how cities develop and grow in the upper tail of size distribution in a large-scale economy based on a theoretical model under new economic geography framework and the empirical evidence from the US. The results show that cities grow in a sequential pattern. Cities with the best economic conditions are the first to grow fastest until they reach a critical size, then their growth rates slow down and the smaller cities farther down in the urban hierarchy become the fastest-growing ones in sequence. This paper also reveals three related features of urban system. First, the city size distribution evolves from low-level balanced to primate and finally high-level balanced pattern in an inverted U-shaped path. Second, there exist persistent discontinuities, or gaps, between city size classes. Third, city size in the upper tail exhibits conditional convergence characteristics. This paper could not only contribute to enhancing the understanding of urbanization process and city size distribution dynamics, but also be widely used in making effective policies and scientific urban planning.
引用
收藏
页码:1161 / 1174
页数:14
相关论文
共 12 条
[1]   20世纪美国城市体系的演变及其对中国的启示 [J].
谈明洪 ;
李秀彬 .
地理学报, 2010, 65 (12) :1488-1495
[2]   区域双核结构模式的形成机理 [J].
陆玉麒 .
地理学报, 2002, (01) :85-95
[3]  
Sequential city growth: Empirical evidence[J] . David Cuberes. Journal of Urban Economics . 2010 (2)
[4]  
The dynamics of city formation[J] . J. Vernon Henderson,Anthony J. Venables. Review of Economic Dynamics . 2008 (2)
[5]  
Power laws, discontinuities and regional city size distributions[J] . Ahjond S. Garmestani,Craig R. Allen,Colin M. Gallagher. Journal of Economic Behavior and Organization . 2008 (1)
[6]  
A simple, analytically solvable, Chamberlinian agglomeration model[J] . Michael Pflüger. Regional Science and Urban Economics . 2003 (5)
[7]  
On the evolution of hierarchical urban systems 1 The first version of the paper was presented at the 41st North American Meetings of Regional Science International, Niagara Falls, Ontario, Canada, 17–20 November, 1994. 1[J] . Masahisa Fujita,Paul Krugman,Tomoya Mori. European Economic Review . 1999 (2)
[8]  
Structural stability and evolution of urban systems[J] . Masahisa Fujita,Tomoya Mori. Regional Science and Urban Economics . 1997 (4)
[9]   Trade policy and the Third World metropolis [J].
Krugman, P ;
Elizondo, RL .
JOURNAL OF DEVELOPMENT ECONOMICS, 1996, 49 (01) :137-150
[10]   INCREASING RETURNS AND ECONOMIC-GEOGRAPHY [J].
KRUGMAN, P .
JOURNAL OF POLITICAL ECONOMY, 1991, 99 (03) :483-499