封闭与开放城市模型:一个老问题的新实证方法

IF 2.4 3区 经济学 Q2 ECONOMICS Papers in Regional Science Pub Date : 2023-10-11 DOI:10.1111/pirs.12757
Jeffrey A. DiBartolomeo, Geoffrey K. Turnbull
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引用次数: 0

摘要

研究城市规模决定因素的实证文献几乎完全使用Mills - Muth模型的封闭城市版本,其中人口是外生的。封闭城市方法特别有用,因为它产生了一个单一的方程经验框架,很容易用OLS估计。然而,一般理论提供了开放城市作为另一种选择,其中人口和可能的收入是内生的。与封闭城市相比,开放城市产生了一个方程组,应该用看似不相关的回归(SUR)来估计。本文发现,人口和收入对于美国大小城市化地区的广泛样本都是内生的,并探讨了实证首选的开放城市SUR方法在多大程度上产生了与封闭城市OLS模型相似的实证结果。
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CLOSED VS. OPEN CITY MODELS: A NEW EMPIRICAL APPROACH TO AN OLD QUESTION
Abstract The empirical literature examining the determinants of city size almost exclusively uses the closed city version of the Mills‐Muth model, in which population is exogenous. The closed city approach is particularly useful in that it yields a single equation empirical framework easily estimated with OLS. The general theory, however, offers the open city as an alternative, where population and possibly income are endogenous. The open city, in contrast to the closed version, yields a system of equations that should be estimated with seemingly unrelated regression (SUR). This paper finds that population and income are endogenous for broad samples of small and large American urbanized areas and explores the extent to which the empirically preferred open city SUR approach yields empirical results that resemble the closed city OLS model.
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来源期刊
CiteScore
4.40
自引率
4.80%
发文量
58
期刊介绍: Regional Science is the official journal of the Regional Science Association International. It encourages high quality scholarship on a broad range of topics in the field of regional science. These topics include, but are not limited to, behavioral modeling of location, transportation, and migration decisions, land use and urban development, interindustry analysis, environmental and ecological analysis, resource management, urban and regional policy analysis, geographical information systems, and spatial statistics. The journal publishes papers that make a new contribution to the theory, methods and models related to urban and regional (or spatial) matters.
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