Deep Structral Excavation? A Critique of Euler Equation Methods
Author(s) -
Peter M. Garber,
Robert G. King
Publication year - 1983
Publication title -
nber working paper series
Language(s) - English
Resource type - Reports
DOI - 10.3386/t0031
Subject(s) - euler's formula , excavation , mathematics , geology , calculus (dental) , computer science , mathematical analysis , geotechnical engineering , medicine , orthodontics
Rational expectations theory instructs empirical researchers to uncover the values of 'deep' structural parameters of preferences and technology rather than the parameters of decision rules that confound these structural parameters with those of forecasting equations. This paper reevaluates one method of identifying and estimating such deep parameters, recently advanced by Hansen and Singleton, that uses intertemporal efficiency expressions (Euler equations) and basic properties of expectations to produce orthogonality conditions that permit parameter estimation and hypothesis testing. These methods promise the applied researcher substantial freedom, as it is apparently not necessary to specify the details of dynamic general equilibrium to study the behavior of a particular market participant. In this paper, we demonstrate that this freedom is illusory. That is, if there are shifts in agents' objectives which are not directly observed by the econometrician, then Euler equation methods encounter serious identification and estimation difficulties. For these difficulties to be overcome the econometrician must have prior knowledge concerning variables that are exogenous to the agent under study, as in conventional simultaneous equations theory.
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