2020
DOI: 10.1515/jem-2020-0003
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Identification of Seasonal Effects in Impulse Responses Using Score-Driven Multivariate Location Models

Abstract: For policy decisions, capturing seasonal effects in impulse responses are important for the correct specification of dynamic models that measure interaction effects for policy-relevant macroeconomic variables. In this paper, a new multivariate method is suggested, which uses the score-driven quasi-vector autoregressive (QVAR) model, to capture seasonal effects in impulse response functions (IRFs). The nonlinear QVAR-based method is compared with the existing linear VAR-based method. The following technical asp… Show more

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Cited by 9 publications
(2 citation statements)
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“…For technical details on the statistical inference of score-driven models, we refer to the works of Harvey and Chakravarty (2008), Harvey (2013), Creal et al (2008Creal et al ( , 2011Creal et al ( , 2013, and Blasques et al (2021). For the multivariate score-driven models (such as the score-driven ice-age models), we also refer to the recent works of Blazsek et al (2020Blazsek et al ( , 2021aBlazsek et al ( , 2021b.…”
Section: Score-driven Homoskedastic Ice-age Modelmentioning
confidence: 99%
“…For technical details on the statistical inference of score-driven models, we refer to the works of Harvey and Chakravarty (2008), Harvey (2013), Creal et al (2008Creal et al ( , 2011Creal et al ( , 2013, and Blasques et al (2021). For the multivariate score-driven models (such as the score-driven ice-age models), we also refer to the recent works of Blazsek et al (2020Blazsek et al ( , 2021aBlazsek et al ( , 2021b.…”
Section: Score-driven Homoskedastic Ice-age Modelmentioning
confidence: 99%
“…In the work of Creal et al (2014), the score-driven t-QVARMA model is introduced for I(0) variables. In the recent works of Blazsek, Escribano, and Licht (2020, 2021a, 2021b, the statistical performance of t-QVARMA is studied and the model is extended to combinations of I(0) and co-integrated I(1) variables, which are further extended in the present work to include exogenous explanatory variables.…”
Section: Score-driven Time Series Modelsmentioning
confidence: 99%