奇数的拆分循环及应用

Odd Number Splitting Cycle and Its Application

因Mersenne数(M p)和Fermat数(F n)都是二进制形式的数,故采用二进制数研究M p,F n的性质,导出奇数的拆分循环概念和相关理论.结果表明:这套理论可用于分析大数的性质及分解,并具有一定的普遍性和通用性.

Because both Mersenne numbers(M p)and Fermat numbers(F n)are numbers in binary form,binary numbers were used to study the properties of M p,F n.The concept of odd number splitting cycles and related theories are derived.The results show that these theories can be used to analyze the properties of large numbers and their decomposition,and possess a certain universality and versatility.