三个连续的发现与用几何方法研究数论的新构想

Three Continuous Discoveries and the New Idea for Researching into the Theory of Number in a Geometric Method

在对毛比斯面的证明方法的深入研究中.发现了一种证明方法--"递推法";在对"递推法"的进一步探索中,发现了一类新几何体--"棱环体";在研究"棱环体"的边数的变化规律中,得到了一张"数表",对"数表"的进一步研究,又相继发现了"最大公约数定理"、"素数规律"等."棱环体"的发现,引发了"扭曲几何学"的构想;"数表"的发现,为一种新的数论研究方法--"数论的几何研究法"的提出,莫定了基础.

In our research into the way to prove the M. bius Surface, a new one, Dituifa, was found ; during the further study of Dituifa, We found another type of solid, Lenghuanti ( and when we studied the laws of change in the number of the side of Lenghuanti, We got a data form, and then discovered the Theorem of the Greatest Common Divisor, the Law of Prime Number and so on. The discovery of Lenghuanti led to the idea of twisted solid, while the discovery of data table laid a foundation for putting forward the geometric research method of the Theory of Number, a new way of studying the Theory of Number .