›› 2011, Vol. 24 ›› Issue (6): 11-.

• 论文 • 上一篇    下一篇

费马大定理的一种证明方法

饶世麟,饶雪梅,饶雪芳   

  1. (1.军委总装备部 北京第10干休所,北京 100101;2.中国联通公司 国际部,北京 100033;
    3.北京跟踪与通信技术研究所,北京 100094)
  • 出版日期:2011-06-15 发布日期:2011-06-14
  • 作者简介:饶世麟(1929—),男,教授。研究方向:电子学与通信,纠错编码,数论。

A Proof Method of Fermat's Last Theorem

RAO Shilin,RAO Xuemei,RAO Xuefang   

  1. (1.No.10 Retired Cadres Beijing,General Armament Department of the Central Military Commission,Beijing 100101,China;
    2.International Department,China Unicom,Beijing 100033,China;
    3.Beijing Institute of Tracking and Communication Technology,Beijing 100094,China)
  • Online:2011-06-15 Published:2011-06-14

摘要:

提出了一个R猜想和定理,运用初等数论证明了此定理和R猜想。再利用R猜想成功地证明了费马大定理;而且反向利用费马大定理成功地证明了R猜想。说明R猜想与费马大定理是等效的。

关键词: R猜想;费马大定理;既约分数;正整数解

Abstract:

This paper proposes a R hypothesis and a theorem,and proves them by prime number theory.Fermat's Last Theorem is proved successfully by R hypothesis and in turn,R hypothesis is also proved hereby by Fermat's Last Theorem,which means the R hypothesis and Fermat's Last Theorem are the equivalent to each other.

Key words: R hypothesis;Fermats last theorem;non-reducible fraction;interger solutions

中图分类号: 

  • TN702