Identification versus Misspecification in New Keynesian Monetary Policy Models

Working Paper: CEPR ID: DP13492

Authors: Jesper Lind; Stefan Lasen; Marco Ratto

Abstract: In this paper, we study identification and misspecification problems in standard closed and open-economy empirical New-Keynesian DSGE models used in monetary policy analysis. We find that problems with model misspecification still appear to be a first-order issue in monetary DSGE models, and argue that it is problems with model misspecification that may benefit the most from moving from a classical to a Bayesian framework. We also argue that lack of identification should neither be ignored nor be assumed to affect all DSGE models. Fortunately, identification problems can be readily assessed on a case-by-case basis, by applying recently developed pre-tests of identification.

Keywords: Bayesian estimation; Monte Carlo methods; Maximum likelihood estimation; DSGE model; Closed economy; Open economy

JEL Codes: C13; C51; E30


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
problems with model misspecification (C50)identification issues (F55)
Bayesian methods (C11)handling of misspecification issues (C50)
identification can be assessed effectively (C52)identification problems are limited to a few parameters (C30)
correctly specified models (C52)informative estimates about structural parameters (C51)
ML estimates (C51)significant increase in log likelihood (C52)
Calvo parameters yield implausibly high values (C51)potential misspecification in the model (C50)
formal tests of misspecification (C52)show that closed and open economy models are misspecified (F41)
incorrectly specified Phillips curve (E31)evidence of issues in the price-setting block (P22)
analysis highlights challenges related to identification and misspecification (C50)implications for monetary policy analysis (E19)
sample size increases (C83)small sample biases diminish (C83)

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