Number Theory

    

On the Agoh-Giuga Conjecture

Authors: Méhdi Pascal

This paper contains everything you need to know about the Agoh-Giuga conjecture, all the theorems related to this problem are given with the demonstrations well detailed so that they are easily readable to students, including the equivalence between the Agoh conjecture and Giuga conjecture, Theorem (36) is a new characterizes Carmichael numbers, it allows a combinatorial aspect of these numbers, at the end of this paper I give my remarks which show that it is possible to prove this conjecture if we focus on Carmichael's numbers, and not on Giuga's numbers.

Comments: 22 Pages.

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[v1] 2021-02-02 11:45:02

Unique-IP document downloads: 287 times

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