A Function in the Number Theory
Abstract
Description
In this paper one constructs a function $η$ with the property that if $n$ is non-null then $η(n)$ is the smallest integer such that $η(n)!$ is divisible by $n$. In order to calculate it one considers, for each prime $p$, the associated function $η_{p}(n)$ in a power base.
8 pages
8 pages