Generalized Method of Moments with Latent Variables

Working Paper: CEPR ID: DP9692

Authors: A. Ronald Gallant; Raffaella Giacomini; Giuseppe Ragusa

Abstract: The contribution of generalized method of moments (Hansen and Singleton, 1982) was to allow frequentist inference regarding the parameters of a nonlinear structural model without having to solve the model. Provided there were no latent variables. The contribution of this paper is the same. With latent variables.

Keywords: Particle Filter; Structural Models

JEL Codes: C32; C36; E27


Causal Claims Network Graph

Edges that are evidenced by causal inference methods are in orange, and the rest are in light blue.


Causal Claims

CauseEffect
GMM estimator (C51)consistent and asymptotically normal estimates (C51)
GMM framework (C51)statistical inference without needing to solve the model (C20)
GMM framework (C51)addresses the challenge of missing data (C81)
moment conditions derived from observed data (C51)identification strategies (Z13)
transition density of latent variables (C39)identification strategies (Z13)
GMM method (C51)generate draws from the conditional density of latent variables given observed variables (C51)
quality of moment conditions (C30)performance of the GMM estimator (C51)
GMM method (C51)viable option for frequentist inference in dynamic models with unobserved variables (C32)

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