 # 對偶素數公式

Dual prime formula

中國 重慶 退休教師 佘赤求 著  dianhumakesi@163.com

摘要 素數研究，除開素數普遍公式外，最著名的猜想是哥德巴赫猜想。

1·1 研究背景：找到對偶素數公式,就奠定了公式法證明哥德巴赫猜想的基礎。

1·2 概念界定 所謂“對偶素數”，即n、y為自然數,（n+y）,（n-y）都是素數的名稱。是作者采取“公式法”證明哥德巴赫猜想時發現的一種素數類型的命名。因為（n+y）+（n-y）=2n，所以只要找到對偶素數公式，能夠證明每個不小于6的2n都必然可以表成一式（n+y）+（n-y）,則哥德巴赫猜想“1+1”成立。

1·3 研究目的：證明對偶素數。

1·4研究方法 “分解剖客觀，聚合復原客觀”，運用、推廣素數判定定理即可證明恒表對偶素數公式。

1·5主要成果 證明了對偶素數公式

1·6 成果真假：作者自以為是，因為“解析客觀復原客觀”的研究方法決定了，結果是客觀實際的錄像、透視、掃描，也就是客觀真相客觀真理客觀事實。
1 · 7  成果價值  奠定了“公式法”證明哥德巴赫猜想的基礎；揭示了部分未知的特殊素數排列、構成的形式、規律，發展了數學基礎理論。

Abstract In addition to the universal formula of prime numbers, the most famous conjecture is the Goldbach conjecture.

1?1 Research Background: Finding the formula for the dual prime number lays the foundation for the formula to prove Goldbach's conjecture.

1?2 Concept Definition The so-called “dual prime number” means that n and y are natural numbers, and (n+y) and (n-y) are the names of prime numbers. It is the name of a prime type found by the author when he used the "formula method" to prove the Goldbach conjecture. Since (n+y)+(ny)=2n, as long as the formula of the dual prime number is found, it can be proved that each 2n not less than 6 can be expressed as a formula (n+y)+(ny), then the Goldbach conjecture "1+1" was established.

1?3 Purpose of the study: Prove the dual prime numbers.

1?4 Research methods “Sub-anatomy objective, aggregate restoration objective”, the use of and popularization of the prime judgment theorem can prove the constant table dual prime formula.

1?5 main results proved the dual prime formula

1?6 The true and false results: The author is self-righteous, because the research method of “analytical objective restoration and objectiveness” is determined. The result is objective and practical video, perspective, and scanning, that is, objective truth, objective truth and objective facts.

1 ? 7 The value of the results laid the foundation for the “formula method” to prove Goldbach's conjecture; revealed some unknown special prime numbers, forms and laws, and developed the basic theory of mathematics.