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Whole 1 number method of integer factorization
Whole 1 number method of integer factorization
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机译:整数分解的整数1数法
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摘要
Disclosed is a method for factoring integers by squaring computation time. The present invention uses binary numbers to process invert function of multiplication as factorization. Inverse method of integer factorization uses a diamond expansion form to arrange the digit positions of 1-numbers and 0-numbers subtracted from the product number P and its complement number No. The complement number N0 is the difference between the product number P and the square of the whole-1-number 1n2. The square of the whole-1-number 1n2 equals to the number of that first n-1 digits are 1s, followed by n 0s, and ended by 1.;7
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机译:公开了一种通过对计算时间进行平方来分解整数的方法。本发明使用二进制数来处理作为因子分解的乘法的逆函数。整数分解的逆方法使用菱形展开形式来排列从乘积编号P及其补码编号减去的1个数字和0个数字的数字位置。补数N 0 Sub>是差在乘积数P和1的整数1 n Sub> 2 Sup>的平方之间。整数1的1 n Sub> 2 Sup>的平方等于前n-1个数字的位数为1s,后跟n 0,最后为1。 ; 7
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