Number Theory

   

Demonstration of the Goldbach Conjecture

Authors: Ibrahima Sambegou Diallo

The Goldbach conjecture is a matter of quantity of partitions of even numbers. This is a consequence of combined four tools: the Chebotarev's density theorem, the Inclusion– exclusion principle, the Prime number theorem and the Algorithms for evaluating π(x). By applying these tools on a family of arithmetic sequences, we can establish the validity of this conjecture.

Comments: 27 Pages. Here is the first part of this demonstration, which will soon be complemented. For mathematicians, the main challenge is to judge whether or not to use the Chebotarev theorem and asymptotic formulas for solving the Goldbach hypothesis. Happy reading!

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Submission history

[v1] 2013-02-25 14:35:28

Unique-IP document downloads: 1105 times

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