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Validating DSGE Models Through SVARs Under Imperfect Information

Paul Levine, Joseph Pearlman, Alessio Volpicella, Bo Yang Orcid Logo

Oxford Bulletin of Economics and Statistics

Swansea University Author: Bo Yang Orcid Logo

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DOI (Published version): 10.1111/obes.12683

Abstract

We study the ability of SVARs to match impulse responses of a well-established DSGE model where the information of agents can be imperfect. We derive conditions for the solution of a linearized NK-DSGE model to be invertible given this information set. In the absence of invertibility, an approximate...

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Published in: Oxford Bulletin of Economics and Statistics
ISSN: 0305-9049 1468-0084
Published: Wiley 2025
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URI: https://cronfa.swan.ac.uk/Record/cronfa69292
Abstract: We study the ability of SVARs to match impulse responses of a well-established DSGE model where the information of agents can be imperfect. We derive conditions for the solution of a linearized NK-DSGE model to be invertible given this information set. In the absence of invertibility, an approximate measure is constructed. An SVAR is estimated using artificial data generated from the model and three forms of identification restrictions: zero, sign and bounds on the forecast error variance. We demonstrate that a VAR may not recover a subset of structural shocks when imperfect information causes the underlying model to be non-invertible.
Keywords: imperfect information, impulse responses, invertibility-fundamentalness, SVAR-DSGE comparisons, validation of DSGE models
College: Faculty of Humanities and Social Sciences
Funders: Swansea University