奇素数两个性质的发现与证明

Discovery & Proof of the Two Properties of the Odd Prime Number

发现了奇素数在数轴上关于自然数的对称性,从而否定了“素数漫无规则地分布在自然数中”的说法,通过进一步研究,发现了在数轴上“两个奇素数与同一个奇素数的两个对称中心的距离的关系”和“两个奇素数与同一个奇素数的对称中心的距离与这两个奇素数间距离的关系”,并给出了不用高等微积分和复变函数的初等证法,同时运用这两个性质对有关问题的计算,说明了“哥德巴赫猜想”趋向有解。

The writer first discovered the odd prime numbers' symmetrical characteristics about natural numbers on the number axis, and denied the statement that prime numbers exist irregularly in natural numbers. Through further research, the writer found out the relationship of distances between two odd prime numbers and the two symccntcrs of the same odd prime number, and the relationship between the distance of the symcenters between two odd prime numbers and the same odd prime number and the distance between the two odd prime numbers ; then he offered some elementary proof methods without using higher calculus and complex function; furthermore he proved Goldbach's conjecture to be true after calculating some related problems by using these two properties.