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- W4230008642 abstract "Abstract A random walk {Yn } n≧0 on a finite Markov chain {Xn } n≧0 with the state space is considered: is a family of random variables being independent of {Xn } and identically distributed in every sequence . There are given criteria for the random walk {Yn } to be not degenerated and for supremum to be finite. The Fourier transforms of the limit functionals are expressed in terms of the components of factorization of the matrix . Some upper bounds for moments and distributions of such limit functionals are given." @default.
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- W4230008642 doi "https://doi.org/10.1080/02331888108801573" @default.
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