聚落等级的形成:齐夫定律与中心地理论

Pub Date : 2022-01-01 DOI:10.21638/spbu07.2022.206
Ruslan B Dmitriev
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引用次数: 0

摘要

本研究从聚落系统发展的第一阶段开始,比较了Zipf和Christaller形成聚落层级的可能性和优势。研究发现,当城市化水平值较小时,跳过Zipf分布阶段,开始形成Christaller分布所需的最小层级数为两个:第一个以一个中心地为代表,第一个是农村聚落水平。根据Zipf和Christaller的说法,在城市人口份额的初始阶段,形成等级制度的可能性几乎相同,后者的优势使其所服务的地区的每个中心地区的人口份额最大,并且降低了在现有定居点和在特定进化阶段出现的定居点之间重新分配人口的系统成本。同时,随着城市人口比例的增加,城市的实际排名-规模分布与理想分布(根据Zipf)的对应关系减小。作者建立了Zipf和Christaller的分布是两种“不相容的液体”:如果前者是基于随机过程,那么后者则是基于非随机甚至确定性过程。聚落体系从Zipf的分布到Christaller的层次的过渡在方法论和逻辑上是一个相当薄弱的结构。
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Formation of the settlement hierarchy: Zipf’s law vs Central place theory
This study compares the possibilities and advantages of forming the settlement hierarchy aсcording to Zipf and according to Christaller, starting from the first stages of the settlement systems development. The author found that the minimum number of hierarchy levels required to start the formation of the Christaller distribution, bypassing the Zipf distribution stage, for small values of the urbanization level was two: the first one, represented by one central place, and the level of rural settlements. With virtually the same possibilities of forming a hierarchy according to Zipf and according to Christaller at its initial stages in relation to the share of urban population, the advantages of the latter give large values of the maximum share of each central place in the population of the area it serves and lower costs of the system for the redistribution of the population between the existing settlements and the settlements emerging at a certain stage of evolution. At the same time, with an increase in the share of the urban population, the correspondence of the real rank-size distribution of cities to the ideal one (according to Zipf) decreases. The author established that the distribution according to Zipf and according to Christaller is a kind of two “immiscible liquids”: if the first is based on stochastic processes, then the second is based on non-random, even deterministic ones. The transition of the settlement system from the distribution according to Zipf to the hierarchy according to Christaller is a rather weak construct in the methodological and logical respect.
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