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Pré-Publication, Document De Travail Année : 2022

A proof of Sophie Germain primes conjecture

Résumé

In this paper a proof of the existence of an infinite number of Sophie Germain primes, is going to be presented. In order to do that, we analyse the basic formula for prime numbers and decide when this formula would produce a Sophie Germain prime, and when not. Originally very difficult problem (in observational space) has been transformed into a simpler one (in generative space) that can be solved.
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Dates et versions

hal-02169242 , version 1 (01-07-2019)
hal-02169242 , version 2 (19-03-2020)
hal-02169242 , version 3 (11-04-2020)
hal-02169242 , version 4 (24-05-2020)
hal-02169242 , version 5 (10-02-2021)
hal-02169242 , version 6 (10-03-2021)
hal-02169242 , version 7 (18-03-2021)
hal-02169242 , version 8 (06-05-2021)
hal-02169242 , version 9 (16-05-2021)
hal-02169242 , version 10 (30-05-2021)
hal-02169242 , version 11 (20-08-2021)
hal-02169242 , version 12 (20-02-2022)

Identifiants

  • HAL Id : hal-02169242 , version 12

Citer

Marko V Jankovic. A proof of Sophie Germain primes conjecture. 2022. ⟨hal-02169242v12⟩
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