Fractional parts of powers and Sturmian words

Author:

Bugeaud Yann,Dubickas Artūras

Publisher

Elsevier BV

Subject

General Mathematics

Reference14 articles.

1. S. Akiyama, Ch. Frougny, J. Sakarovitch, On number representation in a rational base, submitted for publication

2. Combinatorics on words – a tutorial;Berstel;Bull. EATCS,2003

3. Linear mod one transformations and the distribution of fractional parts {ξ(p/q)n};Bugeaud;Acta Arith.,2004

4. A. Dubickas, Arithmetical properties of powers of algebraic numbers, Bull. London Math. Soc., in press

5. A. Dubickas, On the distance from a rational power to the nearest integer, submitted for publication

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1. Fractional parts of powers of large rational numbers;Discrete Mathematics;2019-07

2. Exceptional parameters of linear mod one transformations and fractional parts {ξ(p/q)n};Comptes Rendus Mathematique;2015-04

3. THE ORBIT OF A β-TRANSFORMATION CANNOT LIE IN A SMALL INTERVAL;Journal of the Korean Mathematical Society;2012-07-01

4. On the distribution of powers of a complex number;Archiv der Mathematik;2010-07-20

5. ON THE FRACTIONAL PARTS OF RATIONAL POWERS;International Journal of Number Theory;2009-09

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