Category:Definitions/Absolutely Normal Numbers

This category contains definitions related to Absolutely Normal Numbers.
Related results can be found in Category:Absolutely Normal Numbers.

A real number $r$ is absolutely normal if it is normal with respect to every number base $b$.

That is, if and only if its basis expansion in every number base $b$ is such that:

no finite sequence of digits of $r$ of length $n$ occurs more frequently than any other such finite sequence of length $n$.