%0 Journal Article
%T Normal numbers created from primes and polynomials
%A Jean-Marie De Koninck
%A Imre K¨¢tai
%J Uniform Distribution Theory
%D 2012
%I Mathematical Institute of the Slovak Academy of Sciences
%X Given an integer $D ¡Ý 2$, a $D$-{it normal number}, or simply a {it normal number},is a real number whose $D$-ary expansion is such that anypreassigned sequence, of length $k ¡Ý 1$, of base $D$ digits fromthis expansion, occurs at the expected frequency, namely $1/D^k$. Weconstruct large families of normal numbers using primes andpolynomials.
%K normal numbers
%K primes
%K polynomials
%U http://www.boku.ac.at/MATH/udt/vol07/no2/01KonKat14-10.pdf