张胜持^*

（  武汉大学计算机学院；  ）

摘要： 本文提出了一个新的勾股定理的通用多项式补充求解方法，用于弥补《通用勾股定理求解》一文中的不足之处，无需再去寻找任何非标因数了，而是采用广义因数，直接代入新公式就可计算出股和弦的值。该公式也是一种勾股定理的直接求解方法并经过了严格科学的数学证明，同样具有良好的科学价值和理论意义。彻底解决了勾股定理的求解问题。
关键词： 勾股定理；通用求解方法；计算公式；初等数论

ZHANG Shengchi^*

（  Computer School,Wuhan University,430072；  ）

Abstract： This paper presents a new general polynomial supplementary method to solve Pythagorean theorem , used to make up for deficiencies in the General Pythagorean Theorem Solution, no need to search for non scale factor, instead of using the generalized factor, directly substituted into new formula calculated value of thigh and chord .It is a direct solution of the formula for Pythagorean theorem and after strict scientific mathematical proof, also to has a good scientific value and theoretical significance .To completely solve the problem of solving the Pythagorean theorem.

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