
doi: 10.5269/bspm.67889
In this paper, we introduce a double-switching ARMA model, in which the observed process is an ARMA model subject to Markov switching and a periodic sequence of period s₂. We give conditions for the existence of periodic stationary solutions of the double-switching ARMA and higher-order moments of such solutions in the general vector specification. We provide an expression in closed-form of the autocovariance function of this process and its higher power and therefore admit ARMA representation.
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