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Spatial interactive effects on housing prices in Shanghai and Beijing

机译:空间互动对上海和北京房价的影响

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摘要

When connected through economic, financial, and policy shocks, cities can be considered to be neighbors in the social-economic sense. Therefore, a spatial correlation may exist in cities that are not geographically contiguous. The paper simultaneously studies the spatial correlation within each city and the spatial interactive effects among different cities on housing prices. We build a spatial autoregressive hedonic pricing model in a system of interrelated networks, which allows for multiple spatial interactive effects among housing units inside the same city and from other cities. For estimation, we propose a two-stage least squares (2SLS) method and the maximum likelihood estimation (MLE). Finite sample properties of these two methods are investigated in a Monte Carlo simulation. After applying these steps to March 2016 housing prices in Shanghai and Beijing, the empirical findings show that the spatial correlations within each city are significantly large, i.e., approximately 0.6-0.8, and spatial interactive effects between the two cities exist, although the magnitude is smaller, i.e., approximately 0.1-0.2.
机译:当通过经济,金融和政策冲击相互联系时,就社会经济意义而言,城市可以被视为邻国。因此,在地理上不连续的城市中可能存在空间相关性。本文同时研究了每个城市内部的空间相关性以及不同城市之间的空间互动对房价的影响。我们在相互关联的网络系统中建立了空间自回归享乐定价模型,该模型允许在同一城市内部和其他城市的住房单元之间产生多种空间交互作用。为了进行估计,我们提出了两阶段最小二乘(2SLS)方法和最大似然估计(MLE)。在蒙特卡洛模拟中研究了这两种方法的有限样本属性。在将这些步骤应用于上海和北京的2016年3月房价后,经验发现表明,每个城市内的空间相关性都很大,即大约为0.6-0.8,并且两个城市之间存在空间互动效应,尽管幅度是较小,即大约0.1-0.2。

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