选尺法求解哥古猜想解答(续)

The Choose Rule Method in Solution of Goldbach-Guye's Conjecture(Continuation)

哥德巴赫猜想与古叶猜想合成哥古猜想(Goldbach-Guye’s Conjecture):任何一个非零偶数(z),都可表达为两个素数(y及x)之‘和’或‘差’;即有z+=y+x,或有z-=y-x。当知z+或z-时,如何求解y及x配偶成副呢?文章介绍了求解哥古猜想解答的一种选尺法(利用‘y尺’与‘x尺’间的相对位移),它属于变尺法求解哥古猜想解答的改革措施,可使缩尺法更趋紧凑。

Goldbach＇s conjecture and Guye＇s conjecture compose the Goldbach-Guye＇s conjecture：any non-zero even number（z） can be expressed as the sum or subtraction of two prime（y and x）：that is z＋=y＋x,orz-=y-x.When z＋ or z-is known,how to solve the y and x？ This paper introduces the choose rule method（according to the slide rule principle,applying the relative displacement of fixed rule and moved rule,Goldbach-Guye＇s conjecture can be solved）,and puts forwards the improvement of change rule to make this method more compact.