Disentangling permanent and transitory monetary shocks with a non-linear Taylor rule

  1. J. A. Lafuente 1
  2. Rafaela M. Pérez 2
  3. Jesús Ruiz 2
  1. 1 Universitat Jaume I
    info

    Universitat Jaume I

    Castelló de la Plana, España

    ROR https://ror.org/02ws1xc11

  2. 2 Universidad Complutense de Madrid
    info

    Universidad Complutense de Madrid

    Madrid, España

    ROR 02p0gd045

Revista:
Documentos de Trabajo (ICAE)

ISSN: 2341-2356

Año de publicación: 2018

Número: 19

Páginas: 1-23

Tipo: Documento de Trabajo

Otras publicaciones en: Documentos de Trabajo (ICAE)

Resumen

This paper provides an estimation method to decompose monetary policy innovations into persistent and transitory components using the non-linear Taylor rule proposed in Andolfatto et al. [Journal of Monetary Economics 55 (2008) 406– 422]. In order to use the Kalman filter as the optimal signal extraction technique we use a convenient reformulation for the state equation by allowing expectations play in significant role in explaining the future time evolution of monetary shocks. This alternative formulation allows us to perform the maximum likelihood estimation for all the parameters involved in the monetary policy. Empirical evidence on US monetary policy making is provided for the period 1980-2011. We compare our empirical estimates with those obtained based on the particle filter. While both procedures lead to similar quantitative and qualitative findings, our approach has much less computational cost and is capable to obtain regime-switching probabilities.

Información de financiación

Financial support from the Bank of Spain (program of excellence on Education and Research, 2016, grant PR71/15-20229) and the Spanish Ministry of Education through grant ECO2015-67305-P is gratefully acknowledged.

Financiadores

  • Spanish Ministry of Education Spain
    • ECO2015-67305-P
  • Bank of Spain Spain
    • PR71/15-20229

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