勾股定理从发现至今已有5000多年的历史了,它的证明方法竟有370多种,其应用也是十分广泛的.然而,美中不足的是至今尚未见过有单序地编制勾股数表的方法,勾股数在(?)前依然呈现出纷乱无序的状态.维纳曾(?)数学的伟大使命就是在一片混沌之(?)秩序.(?)本文将对从小到大的自然数的 The Pythagorean theorem has been discovered for more than 5,000 years. It has more than 370 methods of proof and its application is also very extensive. However, the fly in the ointment is that it has not seen a single ordering of the number of argot tables. In the method, the number of gouaches still shows a chaotic state before (?). The great mission of Wei Na Zeng’s mathematics is to be in a chaotic (?) order. (?) This paper will deal with natural numbers from small to large. of