Browsing by Subject "Gelfand-Baker's theory"

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  • Pushkin L. (1996)
    Let ξ1,ξ2,. . . be a random sequence of r-ary digits, r ∈ N\{1}, connected into an ergodic Markov chain. Let β > 1 be an algebraic number such that the ratio log β/log r is irrational. Then with probability one, the number ...

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