注册 登录  
 加关注
   显示下一条  |  关闭
温馨提示!由于新浪微博认证机制调整,您的新浪微博帐号绑定已过期,请重新绑定!立即重新绑定新浪微博》  |  关闭

挥毫泼墨的博客

闲步孤峰日暮,独行荒径无路。惆怅思仙舟,可到桃花源处?无渡,无渡,心随江空白鹭。

 
 
 

日志

 
 
关于我

爱挥毫泼墨,无甚功底,却乐此不疲! 喜读书看报,常有感概,还屡发牢骚! 想做官发财,时运不济,剩两袖清风! 总仗义执言,打抱不平,为人生快事!

网易考拉推荐

也谈哥德巴赫猜想!  

2017-01-15 15:58:20|  分类: 本人.散文杂文 |  标签: |举报 |字号 订阅

  下载LOFTER 我的照片书  |
本文转载自千年状元《也谈哥德巴赫猜想》

     “ 1729年~1764年,哥德巴赫与欧拉保持了长达三十五年的书信往来。在1742年6月7日给欧拉的信中,哥德巴赫提出了以下的猜想:  (a) 任何一个≥6的偶数,都可以表示成两个奇质数之和。
(b) 任何一个≥9的奇数,都可以表示成三个奇质数之和。这就是所谓的哥德巴赫猜想”。


 

          哥德巴赫猜想是一道数学魔术。用障眼法迷倒了全世界的数学家。这亊已导致了人类数百年的悲哀。

       猜想特意偏面的强调一点。大于6的所有偶数,都可以表示成两个奇质数之和。大于9所有的奇数,都可以表示成三个奇质数之和。这里哥德巴赫猜想有意不提偶数。亊实上大于6以上的所有偶数,有一半数可以表示成两个相等的偶数。而另外一半数可以表示成两个相等的质数。例如8、12。。。。。。等数可以表示成两个相等的偶数。而6、10、14。。。。。。等数可以表示成两个相等的质数。

      这里哥德巴赫猜想有意不提偶数8、12、16。。。。。。等数可以表示成两个相等的偶数。是要考试一下,他的障眼法能不能迷惑世界上的数学爱好者。事实证明200多年里全世界所有的数学家都被哥德巴赫猜想迷倒了。

 

      “ (a) 任何一个≥6的偶数,都可以表示成两个奇质数之和。
(b) 任何一个≥9的奇数,都可以表示成三个奇质数之和。这就是所谓的哥德巴赫猜想”。
        換句简单话说, 任何质数加质数之和是偶数。

        而任何偶数加质数之和是质数。也就说所有的质数各加1个质数就变成偶数。所有的偶数各加1个质数就变成质数。这就是二百多年来数学家们要功克的1十1。

         例式很简单:1十1二2。 2十1二3。 3十1二4。 4十1二5。。。。。。无穷尽。

     最后 我要说一句。写日记也好,专家们写论文也好。写出来的文章是让人看的。不是让人猜的。如果写出来的文章连大学生和教授都看不懂。那还有什么意义。那叫神秘论。

      

     

      

 哥德巴赫猜想

Goldbach conjecture the 2013-05-06 09:03:13 | classification: the default classification | tags: | size large

In the

A small subscription

"From 1729 to 1764, with euler goldbach thirty-five years of correspondence. In June 7, 1742, letter to the euler, goldbach conjecture is proposed under: (a) any one of 6 or more even, can be expressed as the sum of two odd prime Numbers.

(b) any odd number 9 or higher, can be expressed as the sum of three odd prime Numbers. This is the so-called "goldbach conjecture.

Goldbach conjecture is a math magic. With a smoke screen for mathematicians around the world. This dwyane has led to hundreds of years of human sorrow.

Suppose partial specially emphasize below. All even number greater than 6, can be expressed as the sum of two odd prime Numbers. Greater than 9 all the odd Numbers, can be expressed as the sum of three odd prime Numbers. Goldbach conjecture to drop even here. Dwyane real all even number greater than 4 above, on one half can be expressed into two equal even. Whereas the other half can be expressed into two prime Numbers equal. For example 4, 8, 12... Even number can be expressed into two equal, etc. And 6, 10, 14... Such as number of equal can be expressed into two prime Numbers.

Goldbach conjecture here intentionally not to mention an even number 4, 8, 12... Even number can be expressed into two equal, etc. Smoke screen is to exam, he can deceive math lovers in the world. Proved all over the world in more than 200 years mathematicians were confused goldbach conjecture.

"(a) any one of 6 or more even, can be expressed as the sum of two odd prime Numbers.

(b) any odd number 9 or higher, can be expressed as the sum of three odd prime Numbers. This is the so-called "goldbach conjecture.

In other words, simple any prime Numbers plus the sum of primes is even.

And any even number plus the sum of primes is a prime number. Also said all the prime Numbers each plus one becomes even. All the even Numbers each plus one becomes prime Numbers. This is for more than two hundred years mathematicians YaoGong 1十 1 g.

This with euler proved goldbach conjecture. Is right, right. Should belong to the law.

Case type is simple: 1十 1 2 2. Twenty 1 2 3. 1. 2:4 3十. Attorney before 1 2 5... Endless.

Finally I want to say a word. Write diary, experts write a paper. Writing articles is to let people see. Not to guess. If you write articles look not to understand even the college students and professors. What is the point. The name is mysterious.

最贵抗生素无效果,氯霉素却救命

哥德巴赫
哥德巴赫猜想是什么?有人这么说是什么意思?_爱问知识人

2是质数吗?_百度知道
关于质数、奇数、合数、偶数区别
质数合数奇数偶数定义 准确点
幼儿学拼音教学(幼儿字母学习启...v.pps.tv

http://www.youku.com/playlist_show/id_5060282.html幼儿英语教育
  评论这张
 
阅读(2)| 评论(0)
推荐 转载

历史上的今天

在LOFTER的更多文章

评论

<#--最新日志,群博日志--> <#--推荐日志--> <#--引用记录--> <#--博主推荐--> <#--随机阅读--> <#--首页推荐--> <#--历史上的今天--> <#--被推荐日志--> <#--上一篇,下一篇--> <#-- 热度 --> <#-- 网易新闻广告 --> <#--右边模块结构--> <#--评论模块结构--> <#--引用模块结构--> <#--博主发起的投票-->
 
 
 
 
 
 
 
 
 
 
 
 
 
 

页脚

网易公司版权所有 ©1997-2017