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Simultaneous equations for discrete outcomes: Coherence and completeness using panel data

Id：2484 Date：20190709 Status： ClickTimes：
作者Andrew Adrian Pua
正文Modeling jointly determined discrete outcomes via simultaneous equations require the so-called coherency condition to guarantee the existence of a unique reduced form. These conditions effectively convert a model where the endogenous variables are jointly determined into a model that is triangular or recursive. In the spirit of a suggestion by Lewbel (2007), I propose using panel data to decide how the coherency condition will hold without restricting error supports or imposing triangularity for all observations.
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