In this note we deal with the stochastic difference equation of the form Y n +1 = A n Y n + B n , n ∊ℤ, where the sequence is assumed to be strictly stationary and ergodic. By means of simple arguments a unique stationary solution of this equation is constructed. The stability of the stationary solution is the second subject of investigation. It is shown that under some additional assumptions
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Andreas Brandt (1986) studied this question.
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