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The $n$ -adic normal number conjecture for irrational algebraic numbers
Let $\alpha$ be an irrational algebraic number and let $n>1$ be an integer. An $n$ -adic expansion of $\alpha$ is a representation $\sum_{l=0}^{\infty}a_ln^l$ with $0\le a_l<n$ sati…
openFrom papersalgebraic-numbers normal-numbers p-adic-and-adic-methods
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The nnn-adic normal number conjecture for irrational algebraic numbers