任何一个不小于的偶数都可表为一对以上奇素数之和(英文版)解析.docxVIP

任何一个不小于6的偶数都可表为一对以上奇素数之和（英文版）Any Even Number no Smaller than 6 Can be the Sum of Over a Pair of Odd Prime NumbersMeng Qingyu（Email：mqyu36@163.com）[Abstract]:The purpose of this paper is to prove that “each even number no smaller than 6 can be the sum of two odd prime numbers” with the method of “graphic analysis, statistics and calculation” (1+1). (Note: prime numbers and composite numbers of this paper all refer to odd prime numbers and odd composite numbers)[Key words]: Prime numbers, distribution diagrams, figure A, figure B, template of the prime number, template of the composite number, prime numbers, prime pairsI. Introduction N means any even number (), h is the serial number of N. Make the “prime number + prime number” of any even number interval , that is, (1+1) are all prime numbers. (1) (2) II. Introduction of new mathematical words and use of new calculation data1. [Template of prime numbers] definition: All composite numbers are excluded from the odd number sequence ≥3. The template of prime numbers and blank positions is the [template of prime numbers] which is represented by ph: 2. [Template of the prime number] definition: After counting the [template of prime numbers], accumulate the [template of the prime number] and represent it with the symbol nh: 3. [Template of composite numbers] definition: All prime numbers are excluded from the odd number sequence ≥3. The template of composite numbers and blank positions is the [template of composite numbers] which is represented by Fh: 4. [Template of the composite number] definition: After counting the [template of composite numbers], accumulate the [template of the composite number] and represent it with the symbol nh: In the above four [templates] figures, the first line is the template number, and the second line is the template. The template is corresponding to the number. For example, the 26th [template of prime numbers], [template of the prime number], [template of composite numbers], and [te