对任意菜单集合的Luce选择规则的描述

IF 1.2 3区经济学 Q3 ECONOMICS

Journal of Economic Theory Pub Date : 2025-01-01 DOI:10.1016/j.jet.2024.105941

Carlos Alós-Ferrer , Maximilian Mihm

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引用次数: 0

摘要

Luce选择规则（即多项logit模型）广泛应用于经济学等领域。当所有的选择集都是可用的时候，经典的描述依赖于Luce的选择公理，以及在二元选择的情况下，Luce的乘积法则。然而，实际的数据集通常既不包括所有的选择集，也不包括所有的二选集。我们为一般情况提供了一个特征，也允许零选择概率。在此特征的基础上，我们根据三个标准推导出实验设计的含义：证伪，识别和预测。

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A characterization of the Luce choice rule for an arbitrary collection of menus

The Luce Choice Rule (or, equivalently, the multinomial logit model) is extensively used in economics and other fields. Classical characterizations rest on Luce's Choice Axiom, when all choice sets are available, and Luce's Product Rule in the case of binary choice. Yet, actual datasets typically consist neither of all choice sets nor all binary choice sets. We provide a characterization for the general case, allowing also for zero choice probabilities. Building upon this characterization, we derive implications for experimental design in terms of three criteria: falsification, identification, and prediction.

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来源期刊

Journal of Economic Theory ECONOMICS-

CiteScore

2.50

自引率

12.50%

发文量

135

期刊介绍： The Journal of Economic Theory publishes original research on economic theory and emphasizes the theoretical analysis of economic models, including the study of related mathematical techniques. JET is the leading journal in economic theory. It is also one of nine core journals in all of economics. Among these journals, the Journal of Economic Theory ranks fourth in impact-adjusted citations.