反事实思维
繁荣
计量经济学
蒙特卡罗方法
一般均衡理论
住所
集合(抽象数据类型)
组分(热力学)
校准
计算机科学
经济
数学
环境科学
统计
微观经济学
物理
热力学
程序设计语言
环境工程
认识论
哲学
人口经济学
作者
Jonathan I. Dingel,Felix Tintelnot
摘要
We examine the application of quantitative spatial models to the growing body of fine spatial data used to study economic outcomes for regions, cities, and neighborhoods.In "granular" settings where people choose from a large set of potential residence-workplace pairs, idiosyncratic choices affect equilibrium outcomes.Using both Monte Carlo simulations and event studies of neighborhood employment booms, we demonstrate that calibration procedures that equate observed shares and modeled probabilities perform very poorly in such settings.We introduce a general-equilibrium model of a granular spatial economy.Applying this model to Amazon's proposed HQ2 in New York City reveals that the project's predicted consequences for most neighborhoods are small relative to the idiosyncratic component of individual decisions in this setting.We propose a convenient approximation for researchers to quantify the "granular uncertainty" accompanying their counterfactual predictions.
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