哥德巴赫猜想成不成立均存在反例 |
| |
引用本文: | 郭奕欣.哥德巴赫猜想成不成立均存在反例[J].科技咨询导报,2012(28):240-242. |
| |
作者姓名: | 郭奕欣 |
| |
作者单位: | 广东省汕头市潮阳区青山中学,广东汕头515000 |
| |
摘 要: | 本文证明了全序性成不成立均存在反例,许多猜想成不成立均存在反例(为不可证或存在悖论).如哥德巴赫猜想成不成立均存在反例(为不可证或存在悖论)。奇完全数猜想成不成立均存在反例(为不可证或存在悖论)。
|
关 键 词: | 全序性 点 自然数 反例 哥德巴赫猜想 |
the Goldbach Conjecture as not to set up there are counter-examples |
| |
Institution: | XIN Yi Guo (Hanshan Normal University Shantou city in Guangdong province 515163) |
| |
Abstract: | In this paper prove that the total order nature as not to set up both exist counter-examples,a lot of conjecture as do not the establishment of all existence of counter-examples(non-certificate or paradox) such as the Goldbach Conjecture,to not set up exist in anti-cases(non-certificate or the existence paradox).Odd Perfect Number Conjecture to not set up there are counter-examples(for non-permit or paradox). |
| |
Keywords: | the nature of the total order point natural numbers counter-examples the Goldbach Conjecture |
本文献已被 维普 等数据库收录! |