jailcd2020049: Urban Growth in Self-Organized System, a Fractal Abundance Variation

Authors

  • Haosu Zhao Author
  • Bart Julien Dewancker Author

Keywords:

Urban organism, Fractal dimension, Complex system, Distribution probability, Agglomeration

Abstract

This study makes a literature review and subsequent discussion beyond the developing of urban agglomeration theory, involve urban growth mechanism into systematic description. We purposed a simple rule at coefficient medium that combining the various effectives of impacting essentials in stational state. Through this study we recognized the evolution processing of urban agglomeration is in self-organization correlation and find a new description method from the dimension consistent with fractal abundance. When city elastics in proportional dynamics with self-organize, the ratio of the fundamental urban particle of a specific isomorphism can attribute its roles in typological generic to representative the total various of isomorph presents. If these urban particle acts as the most impactive element in strand with respect property weight of system correlated, then urban can characterized its scalable size in proportions to the basic element scales as ubiquitous statistics of cluster hierarchies. By quantifies these factors in maximum likelihood method as form fit appropriate on percentage relations, a abundantly relation can adapt to depict such structural evolutions with combination expression on fractal dimension consistent, that the ration of the single elements in system organize to the ratio of entire mass of urban spatial agglomerations is in deduction with a scaling behaviors on geomorphological observations.

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Published

2025-06-02