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arXiv 2004-05-08 0 views

A Function in the Number Theory

Smarandache, Florentin

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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 ηₚ(n) in a power base.

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