[過去ﾛｸﾞ] Inter-universal geometry と ABC予想 23 (1002ﾚｽ)
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956(1): 2018/01/24(水)23:22 ID:SMGHqkGW(2/3) AAS
読んだこともないしScholzeの凄さがよくわからない
例えばラングランズでいうと何を進めたの？

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958(2): 2018/01/25(木)00:30 ID:tthRjp+L(1/5) AAS
>>956-957
外部ﾘﾝｸ:www.quantamagazine.org
↑の真ん中あたりの"Flying Over the Jungle"かな

Now, Scholze has shown how to extend the Langlands program to a wide range of structures in “hyperbolic three-space” ? a three-dimensional analogue of the hyperbolic disk ? and beyond.
By constructing a perfectoid version of hyperbolic three-space, Scholze has discovered an entirely new suite of reciprocity laws.

“Peter’s work has really completely transformed what can be done, what we have access to,” Caraiani said.

Scholze’s result, Weinstein said, shows that the Langlands program is “deeper than we thought … it’s more systematic, it’s ever-present.”
省1

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