用同余数表证明哥德巴赫猜想

Using the congruence number table proved Goldbach Conjecture

采用同余数数表法,证明了命题2,2a(a≥5)以内的所有奇素数,不可能以(2a)～(1/2)内的奇素数为模进行同模同余表示。命题2是哥德巴赫猜想的等价命题。通过对命题2的同余式方程组是否有解的分析判定,运用数学归纳法成功证明了哥德巴赫猜想。

By using the congruence number table method,in this paper, the author proves [proposition 2] --all odd prime within 2a（a≥5）, may not be represented by odd prime within √2a, which ensures the same model and congruence. [Proposition 2] is the equivalent proposition to Goldbach Conjecture. By analyzing whether exists solution about the [proposition 2] congruence equations, the author successfully proves Goldbach conjectureby u- sing of mathematical induction.