[過去ﾛｸﾞ] ガロア第一論文及びその関連の資料スレ (1002ﾚｽ)
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35(1): 2022/05/15(日)19:42:41.91 ID:ha5+SNG2(2/2) AAS
数学で一番大事なことは、他人がどうこうよりも
自分がキチンと理解出来ているか、
キチンと理解しているか じゃないか？

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76: 2023/01/27(金)08:27:47.91 ID:Jt/5xpTI(1) AAS
>>75
いないみたい

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354(3): 2023/02/12(日)09:50:37.91 ID:t5GdbcIg(1/12) AAS
>>349 関連
>"vertex" dual resonance theory Kac Moody algebra

Kac?Moody Lie algebra（下記）
”E. Date, M. Jimbo, M. Kashiwara, T. Miwa,(1983)
The vertex operator constructions were, quite unexpectedly, applied to the theory of soliton equations. This was based on the observation (see [DaJiKaMi])
The vertex operators were introduced in string theory around 1969, but the vertex operator construction entered string theory only at its revival in the mid 1980s. Thus, the representation theory of affine algebras became an important ingredient of string theory (see [GrScWi]).(1987)
The vertex operators turned out to be useful even in the theory of finite simple groups. Namely, a twist of the homogeneous vertex operator construction based on the Leech lattice produced the 196883-dimensional Griess algebra and its automorphism group, the famous finite simple Monster group (see Sporadic simple group) [FrLeMe].(1989)”
省13

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377(2): 2023/02/13(月)09:24:03.91 ID:XFPXGKJr(1/4) AAS
>>371-372
あいも変わらず無駄文コピペの文系乙
>>373
あいも変わらず自己本位妄想乙
>>374-376
「ずるく勉強」という言葉で
「数式抜き推論抜きの日常文だけ読んで
省5

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534: 2023/02/17(金)17:32:12.91 ID:vkLofxUS(2/5) AAS
🌳違い乙に🐎🦌耄碌爺が呼応
ここは癲狂院か

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655: 2023/02/19(日)20:52:22.91 ID:ynjTT/Eh(15/19) AAS
>>654 タイポ訂正

ここまでやらないと、グラスマン代数の本当のありがた分からんぞ！！ｗ
　↓
ここまでやらないと、グラスマン代数の本当のありがたさ分からんぞ！！ｗ

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892(1): 2023/02/27(月)17:42:34.91 ID:V7uPpKjX(1) AAS
>>889
貴方のことは三男君とお呼びしとこう

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897(1): 2023/02/27(月)23:44:35.91 ID:k+s6pKPe(5/6) AAS
>>896 追加

1. Construction and Examples of Multiplier Ideals
This preliminary lecture is devoted to the construction and first properties of multiplier ideals.
We start by discussing the algebraic and analytic incarnations of these ideals.
After giving the example of monomial ideals, we survey briefly some of the invariants of singularities that can be defined via multiplier ideals.

＜google訳 一部手直し＞
1. 乗法イデアルの構成と例
省8

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