Authors: Sebastián Martín Ruiz
The Smarandache function is defined as follows: S(n)= the smallest positive integer such that S(n)! is divisible by n.  In this article we are going to see that the value this function takes when n is a perfect number of the form n = 2k - 1.(2k - 1) , p = 2k - 1 being a prime number.
Comments: 25 pages
[v1] 7 Mar 2010
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