标题 |
When and where is a city fractal?
相关领域
分形
分形维数
网络的分形维数
特拉维夫
分形景观
分形分析
数学
维数(图论)
分形导数
计算机科学
统计物理学
数学分析
纯数学
物理
图书馆学
|
网址 | |
DOI |
10.1068/b2617
doi
|
其它 |
作者:L Benguigui,D Czamanski,M Marinov,Y Portugali 摘要:We present here an analysis of the development of the Tel Aviv metropolis by using the concept of fractals. The fractal dimension of the entire metropolis, and of its parts, was estimated as a function of time, from 1935 onwards. The central part and the northern tier are fractal at all times. Their fractal dimension increased with time. However, the metropolis as a whole can be said to be fractal only after 1985. There is a general tendency towards fractality, in the sense that the fractal dimension of the different parts converge towards the same value. 关键词:developing countries economic impacts emissions commitments DOI: 10.1068/b2617 被引量: 403 年份: 2000 |
求助人 |
kcchen 在
2021-01-24 17:00:34 发布,悬赏 10 积分
|
下载 | 该求助完结已超 24 小时,文件已从服务器自动删除,无法下载。 |
温馨提示:该文献已被科研通 学术中心 收录,前往查看
科研通『学术中心』是文献索引库,收集文献的基本信息(如标题、摘要、期刊、作者、被引量等),不提供下载功能。如需下载文献全文,请通过文献求助获取。
|