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Relaxing the IIA Assumption in Locational Choice Models: A Comparison Between Conditional Logit, Mixed Logit, and Multinomial Probit Models

机译:放宽位置选择模型中的IIa假设:条件Logit,混合Logit和multinomial probit模型之间的比较

摘要

This paper estimates a locational choice model to assess the demand for local public services, using a data set where individuals chooses between 26 municipalities within a local labor market. We assess the importance of the IIA assumption by comparing the predictions of three difference models; the conditional logit (CL) model, the mixed logit (MXL) model, and the multinomial probit (MNP) model. Our main finding is that a MXL or a MNP estimator leads to exactly the same conclusions as the traditional CL estimator. That is, given the data used here, the IIA assumption, and hence the use of a CL estimator, seems to be valid when estimating Tiebout-related migration. The only instance when we get somewhat different results when using the MXL or MNP estimator compared with the CL estimator is when we have a too parsimonious model. One possible hypothesis explaining this result is that omitted variables are captured by the distribution parameters of the coeffcients of the included variables, leading to the false conclusion that the coefficients are not fixed. This hypothesis is supported by the results from a Monte Carlo investigation.
机译:本文使用一个数据集来估计一个位置选择模型,以评估对当地公共服务的需求,个人在一个本地劳动力市场内的26个城市之间进行选择。通过比较三种差异模型的预测,我们评估了IIA假设的重要性。条件对数(CL)模型,混合对数(MXL)模型和多项式概率(MNP)模型。我们的主要发现是MXL或MNP估计量得出与传统CL估计量完全相同的结论。也就是说,给定此处使用的数据,IIA假设以及因此使用CL估计器在估计与Tiebout相关的迁移时似乎是有效的。当我们使用MXL或MNP估计器与CL估计器得到的结果略有不同时,唯一的例子就是模型过于简化。一种可能的解释这一结果的假说是,所包含变量的系数的分布参数捕获了省略的变量,从而导致错误的结论:系数不固定。蒙特卡洛调查的结果支持了这一假设。

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