Does anyone know anything about 'entropy for integers'?
You define it like this:
\[
H(n) = \sum_i \alpha_i \log p_i
\]
where the sum ranges over the prime factorization \(n=\prod_{i \in \Bbb N} p_i^{\alpha_i} \)
You define it like this:
\[
H(n) = \sum_i \alpha_i \log p_i
\]
where the sum ranges over the prime factorization \(n=\prod_{i \in \Bbb N} p_i^{\alpha_i} \)