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The effect of perturbations of parameters for uniquely convergent impreciseMarkov chains is studied. We provide the maximal distance between thedistributions of original and perturbed chain and maximal degree ofimprecision, given the imprecision of the initial distribution. The bounds onthe errors and degrees of imprecision are found for the distributions at finitetime steps, and for the stationary distributions as well.

Perturbation bounds and degree of imprecision for uniquely convergent imprecise Markov chains