哥德巴赫猜想题解

The Goldbach's Conjecture Can Be Sotved in a New Deriving Mathematiacal Way

找出了以往各方法不能证明哥德巴赫(Goldbach)猜想原题的原因,发现了现有数论基本理论不完善之处,分析了素数、奇素数、奇数之间的特殊关系。采用一个能证明哥德巴赫猜想原题的新方法,推导出“猜想”解的方程,给出方程曲线,得到下面结果:1.哥德巴赫猜想是正确的,在给定的初始条件X≥6时解的组数大于1;2.猜想是一个多解的数学题,偶数越大“两个奇数之和”的组数越多。

Having found out reasons why the Goldbach's conjecture can not be solved easily in mathematics by the prevail methods the anthor tied to explain the imperfection of the existing theory of numbers,espevially some of its fundsmental principtes.The special relationship among the prime,the odd prime and the odd has beenanalyzed in this paper.The solution of an equation and an equation curve has been derived for the Goldbach's conjecture in a new mathematical analyzing method,which is used to solve the original Goldbach's conjecture is correct.If the condition “X≥6” is given,the groups of solutions is more than one,which means there might be no sole solution for the equation.The more the even number is getting bigger,the more groups of the solutions for the sum of the two odds we will get(?)The new methods is (?) to be(?)