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- W4254713885 abstract "Abstract In the present paper existence conditions of fininons probabilities (2) for tetationary Markov processes with a finite number of states are studied. It is well known, that the probability pk (t) of any state satisfies the equations (1). Let the function f(x) be integrable in an arbitrary finite interval. We show that it has an integral limit, if for arbitrary finite and . This limit relation is symbolically denoted by . Besides the given Markov process, we consider the derived process which is obtained from- the given one by the time variation , where . The derived process is described by the system (11). We introduce the function ." @default.
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- W4254713885 date "1973-01-01" @default.
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- W4254713885 doi "https://doi.org/10.1080/02331887308801136" @default.
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