%0 Journal Article
%T On the number of digit changes in base-$b$ expansions of algebraic numbers
%A Hajime Kaneko
%J Uniform Distribution Theory
%D 2012
%I Mathematical Institute of the Slovak Academy of Sciences
%X Bugeaud [6] introduced the number of digit changes to measure thecomplexity of the base-$b$ expansions of algebraic irrational numbers.We give lower bounds of the number of digit changes which are generalizations ofresults in [13]. We also study the number of occurrences of words in thebinary expansions of algebraic irrational numbers.
%K algebraic numbers
%K normal numbers
%K symmetric signed expansions
%U http://www.boku.ac.at/MATH/udt/vol07/no2/07Kaneko35-11.pdf