Tests for Unit-Root versus Threshold Specification With an Application to the Purchasing Power Parity Relationship
By F. Bec, Mélika Ben Salem, M. Carrasco. 2004
139 citations recorded by the source corpus.
Subfields: Economics and Econometrics
View Paper: https://www.semanticscholar.org/paper/bd16fb5e27eda33df303ae3a3fa7be4625f8e0e8
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In Economics and Econometrics
Citations in the corpus
- Safeguarding food security in volatile global markets. (2011, methodology): “Modifications where the transition is abrupt (as in threshold models) have also been applied to similar hypotheses (Bec et al., 2004) and for the interest rate spread (Bec et al.”
- TESTING FOR A UNIT ROOT AGAINST TRANSITIONAL AUTOREGRESSIVE MODELS (2016, unknown): “Suppose that we are interested in modelling the transition between two regimes given by the unit root regime yt = yt−1 + ut (1) and the mean-reverting regime 4yt = λyt−1 + ut (2) with λ < 0, where (ut) is the zero mean sequence of errors that will be more precisely specified later.”
- Testing for a unit root in a stationary ESTAR process (2011, background): “( 2004 ), Kapetanios and Shin ( 2003 )Kapetanios and Shin ( 2006 , de Jong et al.”
- Threshold autoregression in economics (2011, background): “Bec, Salem and Carrasco [14] show that a set of European exchange rates reject the null hypothesis of a linear unit root process in favor of the alternative that the series are stationary three-regime SETAR models.”
- Threshold cointegration: overview and implementation in R (2013, background): “Chan and Tong (1985) established the sufficient condition that P Kapetanios and Shin (2006) require stationarity 8 of the outer regimes, whereas Bec et al. (2004) establish weaker conditions, which have a less intuitive interpretation.”
- The ACR Model: A Multivariate Dynamic Mixture Autoregression (2008, unknown): “Testing for a unit root in multiple regimes is treated in Caner and Hansen (2001) and Bec et al. (2004).”