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Asymptotic behaviour in the set of nonhomogeneous chains of stochastic operators

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Pułka M.

Discussiones Mathematicae Probability and Statistics

2012

tom 32

nr 1-2

17-33

We study different types of asymptotic behaviour in the set of (infinite dimensional) nonhomogeneous chains of stochastic operators acting on L¹(μ) spaces. In order to examine its structure we consider different norm and strong operator topologies. To describe the nature of the set of nonhomogeneous chains of Markov operators with a particular limit behaviour we use the category theorem of Baire. We show that the geometric structure of the set of those stochastic operators which have asymptotically stationary density differs depending on the considered topologies.

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1 Discussiones Mathematicae Probability and Statistics

1 Pułka M.

1 2012

Wyniki wyszukiwania

Asymptotic behaviour in the set of nonhomogeneous chains of stochastic operators