A class of nonstationary adic transformations
Xavier Méla (2006)
Annales de l'I.H.P. Probabilités et statistiques
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A class of nonstationary adic transformations
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The Pascal adic transformation is loosely Bernoulli
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An alternative construction of normal numbers
Edgardo Ugalde (2000)
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A new class of -adic normal numbers is built recursively by using Eulerian paths in a sequence of de Bruijn digraphs. In this recursion, a path is constructed as an extension of the previous one, in such way that the -adic block determined by the path contains the maximal number of different -adic subblocks of consecutive lengths in the most compact arrangement. Any source of redundancy is avoided at every step. Our recursive construction is an alternative to the several well-known...
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