ADDITIONS TO THE TERNARY GOLDBACH PROBLEM AND SOLVING TWO TOPICAL PROBLEMS

Mykhaylo Khusid
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Abstract

. The Goldbach-Euler binary problem is formulated as follows: Any even number, starting from 4, can be represented as the sum of two primes. The ternary Goldbach problem is formulated as follows: Every odd number greater than 7 can be represented as the sum of three odd primes, which was finally solved in 2013. The second problem is about the infinity of twin primes. The author carries out the proof by the methods of elementary number theory.
对三元哥德巴赫问题的补充和解决两个局部问题
. 哥德巴赫-欧拉二元问题表述如下:从4开始的任何偶数都可以表示为两个素数的和。三元哥德巴赫问题的表述如下:每一个大于7的奇数都可以表示为三个奇素数的和,最终在2013年得到了解决。第二个问题是关于孪生素数的无穷。作者用初等数论的方法进行了证明。
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