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Mathematics版 - Atiyah证明S^6上不存在复结构
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不好意思,再问一个线性代数的问题,我不太理解题目一个有意思的实分析问题
相关话题的讨论汇总
话题: atiyah话题: sphere话题: complex话题: been话题: non
进入Mathematics版参与讨论
1 (共1页)
x********i
发帖数: 905
1
https://arxiv.org/abs/1610.09366
The Non-Existent Complex 6-Sphere
Michael Atiyah
(Submitted on 25 Oct 2016)
The possible existence of a complex structure on the 6-sphere has been a
famous unsolved problem for over 60 years. In that time many ``solutions''
have been put forward, in both directions. Mistakes have always been found.
In this paper I present a short proof of the non-existence, based on ideas
developed, but not fully exploited, over 50 years ago.
c****n
发帖数: 1108
2
more likely just one more mistake... 快90岁的老人不可信啊。

a
'
.

【在 x********i 的大作中提到】
: https://arxiv.org/abs/1610.09366
: The Non-Existent Complex 6-Sphere
: Michael Atiyah
: (Submitted on 25 Oct 2016)
: The possible existence of a complex structure on the 6-sphere has been a
: famous unsolved problem for over 60 years. In that time many ``solutions''
: have been put forward, in both directions. Mistakes have always been found.
: In this paper I present a short proof of the non-existence, based on ideas
: developed, but not fully exploited, over 50 years ago.

h****n
发帖数: 1330
3
人杨振宁都94了都。

【在 c****n 的大作中提到】
: more likely just one more mistake... 快90岁的老人不可信啊。
:
: a
: '
: .

c****n
发帖数: 1108
4
94搞40可以,但搞世界难题肯怕不行了。

【在 h****n 的大作中提到】
: 人杨振宁都94了都。
l******r
发帖数: 316
5
操,才3页就搞定了这个问题。atiyah不得不信。可惜了。。
L*********s
发帖数: 3063
6
看来要挂了,当年Chern也“证明”了这个,没两年就仙逝了
h********0
发帖数: 12056
7
估计明年老杨也会再试羊刀。

【在 L*********s 的大作中提到】
: 看来要挂了,当年Chern也“证明”了这个,没两年就仙逝了
x********i
发帖数: 905
8
https://arxiv.org/abs/1610.09366
The Non-Existent Complex 6-Sphere
Michael Atiyah
(Submitted on 25 Oct 2016)
The possible existence of a complex structure on the 6-sphere has been a
famous unsolved problem for over 60 years. In that time many ``solutions''
have been put forward, in both directions. Mistakes have always been found.
In this paper I present a short proof of the non-existence, based on ideas
developed, but not fully exploited, over 50 years ago.
c****n
发帖数: 1108
9
more likely just one more mistake... 快90岁的老人不可信啊。

a
'
.

【在 x********i 的大作中提到】
: https://arxiv.org/abs/1610.09366
: The Non-Existent Complex 6-Sphere
: Michael Atiyah
: (Submitted on 25 Oct 2016)
: The possible existence of a complex structure on the 6-sphere has been a
: famous unsolved problem for over 60 years. In that time many ``solutions''
: have been put forward, in both directions. Mistakes have always been found.
: In this paper I present a short proof of the non-existence, based on ideas
: developed, but not fully exploited, over 50 years ago.

h****n
发帖数: 1330
10
人杨振宁都94了都。

【在 c****n 的大作中提到】
: more likely just one more mistake... 快90岁的老人不可信啊。
:
: a
: '
: .

相关主题
请教一个实分析的问题请教:联合密度函数
请教一个数学分析的题目?麻烦问下大家一个real analysis的问题啊
不好意思,再问一个线性代数的问题,我不太理解题目question about sequence convergence
进入Mathematics版参与讨论
c****n
发帖数: 1108
11
94搞40可以,但搞世界难题肯怕不行了。

【在 h****n 的大作中提到】
: 人杨振宁都94了都。
l******r
发帖数: 316
12
操,才3页就搞定了这个问题。atiyah不得不信。可惜了。。
L*********s
发帖数: 3063
13
看来要挂了,当年Chern也“证明”了这个,没两年就仙逝了
h********0
发帖数: 12056
14
估计明年老杨也会再试羊刀。

【在 L*********s 的大作中提到】
: 看来要挂了,当年Chern也“证明”了这个,没两年就仙逝了
f*c
发帖数: 687
15
一个多月了,有没有人看过?
有没有牛人公开赞同?

a
'
.

【在 x********i 的大作中提到】
: https://arxiv.org/abs/1610.09366
: The Non-Existent Complex 6-Sphere
: Michael Atiyah
: (Submitted on 25 Oct 2016)
: The possible existence of a complex structure on the 6-sphere has been a
: famous unsolved problem for over 60 years. In that time many ``solutions''
: have been put forward, in both directions. Mistakes have always been found.
: In this paper I present a short proof of the non-existence, based on ideas
: developed, but not fully exploited, over 50 years ago.

o*******k
发帖数: 357
16
感谢里面提到的都是大牛, 没有一个赞同的
so you should already know

【在 f*c 的大作中提到】
: 一个多月了,有没有人看过?
: 有没有牛人公开赞同?
:
: a
: '
: .

1 (共1页)
进入Mathematics版参与讨论
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The existence of solutions to a system of polynomial equalities and inequalities?不好意思,再问一个线性代数的问题,我不太理解题目
Re: 不要谈丘教授了,谈谈数学吧请教:联合密度函数
关于煙花不堪剪麻烦问下大家一个real analysis的问题啊
我儿子才九岁,就独立提出了复数的概念question about sequence convergence
Re: How to show every comparability graph is perfect?? Thanks!!!一道分析题求助
相关话题的讨论汇总
话题: atiyah话题: sphere话题: complex话题: been话题: non