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Modelling time-varying volatility interactions
DOI:10.1016/j.irfa.2026.105098.png)
Abstract
En 中文
• We propose an additive time-varying (or partially time-varying) multivariate model of volatility, where a time-dependent component is added to the extended vector GARCH process for modelling the dynamics of volatility interactions. • The estimation of the new time-varying vector GARCH process is simplified using an equation-by-equation estimator. • A Lagrange multiplier test is derived for testing the null hypothesis of constancy co-dependence volatility against a smoothly time-varying interdependence between financial markets. • An application to sovereign bond yields illustrates the modelling strategy and the usefulness of the new specification.
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