PROGRESS IN GEOGRAPHY ›› 2015, Vol. 34 ›› Issue (10): 1259-1265.doi: 10.18306/dlkxjz.2015.10.006
• Urban and Regional Study • Previous Articles Next Articles
Received:
2015-02-01
Accepted:
2015-06-01
Online:
2015-10-20
Published:
2015-10-20
Contact:
Yanguang CHEN
E-mail:chenyg@pku.edu.cn
Xingye TAN, Yanguang CHEN. Urban boundary identification based on neighborhood dilation[J].PROGRESS IN GEOGRAPHY, 2015, 34(10): 1259-1265.
1 | 陈彦光. 2003. 中国的城市化水平有多高?城市地理研究为什么要借助分形几何学[J]. 城市规划, 27(7): 12-17. |
[Chen Y G.2003. What is the urbanization level of China[J]. City Planning Review, 27(7): 12-17.]. | |
2 | 陈彦光. 2008a. 分形城市系统: 标度·对称·空间复杂性[M]. 北京: 科学出版社. |
[Chen Y G.2008a. Fractal urban systems: scaling·symmetry·spatial complexity[M]. Beijing, China: Science Press.]. | |
3 | 陈彦光. 2008b. 三个城市地域概念辨析[J]. 城市发展研究, 15(2): 81-84. |
[Chen Y G.2008b. Distinguishing three spatial concepts of cities by using the idea from system science[J]. Urban Studies, 15(2): 81-84.]. | |
4 | 陈彦光, 周一星. 2000. 细胞自动机与城市系统的空间复杂性模拟: 历史、现状与前景[J]. 经济地理, 20(3): 35-39. |
[Chen Y G, Zhou Y X.2000. Cellular automata and simulation of spatial complexity of urban systems: history, present situation and future[J]. Economic Geography, 20(3): 35-39.]. | |
5 | 刘继生, 陈彦光. 1999. 东北地区城市规模分布的分形特征[J]. 人文地理, 14(3): 1-6. |
[Liu J S, Chen Y G.1999. A preliminary study of fractal features of size distribution of cities in Northeast China[J]. Human Geography, 14(3): 1-6.]. | |
6 | Batty M, Couclelis H, Eichen M.1997. Urban systems as cellular automata[J]. Environment & Planning B: Planning & Design, 24(2): 159-164. |
7 | Benguigui L, Czamanshi D, Marinov M, et al.2000. When and where is a city fractal[J]. Environment & Planning B: Planning & Design, 27(4): 507-519. |
8 | Davis K.1978. World urbanization, 1950-70[M]//Bourne L S, Simmons J W. Systems of cities: readings on structure, growth, and policy. New York, NY: Oxford University Press. |
9 | Frankhauser P.2008. Fractal geometry for measuring and modelling urban patterns[M]//Albeverio S, Andrey D, Giordano P, et al. The dynamics of complex urban systems: an interdisciplinary approach. Heidelberg, Germany: Physica-Verlag. |
10 | Jia T, Jiang B.2010. Measuring urban sprawl based on massive street nodes and the novel concept of natural cities[J]. Geodesy & Geoinformatics, arXiv:1010.0541. |
11 | Lowe D G.1989. Organization of smooth image curves at multiple scales[J]. International Journal of Computer Vision, 3(2): 119-130. |
12 | Portugali J.1999. Self-organization and the city[M]. New York, NY: Springer. |
13 | Rozenfeld H D, Rybski D, Andrade J S Jr, et al.2008. Laws of population growth[J]. Proceedings of the National Academy of Sciences of the United States of America, 105(48): 18702-18707. |
14 | Rozenfeld H D, Rybski D, Gabaix X, et al.2009. The area and population of cities: new insights from a different perspective on cities[J]. General Information, 101(5): 2205-2225. |
15 | Tannier C, Thomas I, Vuidel G, et al.2011. A fractal approach to identifying urban boundaries[J]. Geographical Analysis, 43(2): 211-227. |
16 | White R, Engelen G.1993. Cellular automata and fractal urban form: a cellular modelling approach to the evolution of urban land-use patterns[J]. Environment and Planning A, 25(8): 1175-1199. |
17 | White R, Engelen G.1994. Urban systems dynamics and cellular automata: fractal structures between order and chaos[J]. Chaos, Solitons & Fractals, 4(4): 563-583. |
|