Inter-universal geometry と ABC予想 (応援スレ) 44at MATH
Inter-universal geometry と ABC予想 (応援スレ) 44 - 暇つぶし2ch120:現代数学の系譜 雑談 ◆e.a0E5TtKE
20/04/18 09:20:40 FUrf+qJl.net
woitブログ
Dupuy 及び Scholze氏の新規投稿が出た
いやー、内容が分からないが
面白ね~(^^;

(参考)
URLリンク(www.math.columbia.edu)
Not Even Wrong
Latest on abc
Posted on April 3, 2020 by woit
(抜粋)
Taylor Dupuy says:
April 17, 2020 at 12:17 pm
Hi Everyone,
I’m just going to make one last post to close out some loose ends for interested readers. I also want to point out some things that we haven’t covered that I think are important. I’ve omitted the discussions of asymptotics of Mochizuki’s formula but other than that, I think I covered my IOUs.
If there are any analytic number theorists who were really looking forward to that please email me.
Sorry for the length.
**********************
Regarding (3): Is Mochizuki’s Proof Falsified?
**********************
There is no *proof* that Mochizuki’s method doesn’t work.
The following is what the Scholze-Stix manuscript proves:


Peter Scholze says:
April 17, 2020 at 6:25 pm
Dear Taylor,
thanks for these final comments! I think I should answer to this. Let me first say that I agree with much of what you write, and for the sake of keeping this short, I only jump at the few places where I disagree.
> Regarding (3): Is Mochizuki’s Proof Falsified? […]
> Finally, it is not outside the realm of reality that there could be 5 top notch international referees who have understood the proof as complete and correct.

Really? I would have hoped that in that case at least one of them ? not in their role as a referee, but simply as a mathematician who wants to share insight ? would have come around and explain the key ideas in a way that is understandable.



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