We give a systematic and detailed account of the Hausdorff dimensions of sets of d-tuples of numbers defined in terms of the asymptotic behaviour of the frequencies of strings of digits in their N-adic expansion.</p
Sets of divergence points, i.e. numbers x (or tuples of numbers) for which the limiting frequency of...
The problem of averaging of binary digits of numbers is considered and the sequence of the averages...
International audienceWe are interested in two properties of real numbers: the first one is the prop...
AbstractWe give a systematic and detailed account of the Hausdorff dimensions of sets of d-tuples of...
International audienceThis paper is mainly concerned with Hausdorff dimensions of Besicovitch-Eggles...
We study the Hausdorff dimension of a large class of sets in the real line defined in terms of the d...
AbstractWe study the Hausdorff dimension of a large class of sets in the real line defined in terms ...
We study the Hausdorff dimensions of certain sets of non-normal numbers defined in terms of the exac...
We study the Hausdorff dimensions of certain sets of non-normal numbers defined in terms of the exac...
Abstract. We study the Hausdorff dimension of a large class of sets in the real line defined in term...
Fix an integer N greater than or equal to 2. For a positive integer n is an element of N, let n = d(...
In this paper we apply the techniques and results from the theory of multifractal divergence points ...
AbstractIn this note we consider the Lüroth expansion of a real number, and we study the Hausdorff d...
AbstractWe apply the results in [L. Olsen, Multifractal analysis of divergence points of deformed me...
The problem of averaging of binary digits of numbers is considered and the sequence of the averages...
Sets of divergence points, i.e. numbers x (or tuples of numbers) for which the limiting frequency of...
The problem of averaging of binary digits of numbers is considered and the sequence of the averages...
International audienceWe are interested in two properties of real numbers: the first one is the prop...
AbstractWe give a systematic and detailed account of the Hausdorff dimensions of sets of d-tuples of...
International audienceThis paper is mainly concerned with Hausdorff dimensions of Besicovitch-Eggles...
We study the Hausdorff dimension of a large class of sets in the real line defined in terms of the d...
AbstractWe study the Hausdorff dimension of a large class of sets in the real line defined in terms ...
We study the Hausdorff dimensions of certain sets of non-normal numbers defined in terms of the exac...
We study the Hausdorff dimensions of certain sets of non-normal numbers defined in terms of the exac...
Abstract. We study the Hausdorff dimension of a large class of sets in the real line defined in term...
Fix an integer N greater than or equal to 2. For a positive integer n is an element of N, let n = d(...
In this paper we apply the techniques and results from the theory of multifractal divergence points ...
AbstractIn this note we consider the Lüroth expansion of a real number, and we study the Hausdorff d...
AbstractWe apply the results in [L. Olsen, Multifractal analysis of divergence points of deformed me...
The problem of averaging of binary digits of numbers is considered and the sequence of the averages...
Sets of divergence points, i.e. numbers x (or tuples of numbers) for which the limiting frequency of...
The problem of averaging of binary digits of numbers is considered and the sequence of the averages...
International audienceWe are interested in two properties of real numbers: the first one is the prop...
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