Number Theory

    

Solutions of the Problems "Goldbach-Euler" and "Infinitely Many Twin Primes"

Authors: Haji Talib Haydarli

In math there are some classic problems of number theory which have not been solved yet. Two of these problems are as below: 1. «Pair of twin primes» (where difference is equal to 2 such as pairs of twin prime numbers (3;5); (5;7); (11;13); …) are infinite. 2. «It is possible to show any even number, starting from 4, as a sum of two prime numbers » 2nd problem is known as «Goldbach-Euler problem». In order to solve these problems we have compiled a table determining if the numbers like 6m-1 and 6m+1 are prime or composite. We have solved these problems as below by using some facts and conclusions besides compilede table.

Comments: 18 Pages.

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Submission history

[v1] 2013-10-19 06:49:12

Unique-IP document downloads: 294 times

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