ﾚｽ書き込み

ガロア第一論文と乗数イデアル他関連資料スレ3

PC,ｽﾏﾎ,PHSは ULA べっかんこ公式(ｽﾏﾎ) 公式(PC) で書き込んでください｡

名前
ﾒｰﾙ
引用切替：ﾚｽｱﾝｶｰのみ

>>731
> >>730
> >>頭悪そう
> うまい答えが思いつかないときの
> 常套句
> >>ド田舎の中卒か
> 田舎の中卒にでも数学に限ればこの程度なら書ける↓
> 
> As is well known, Riemann's idea was realized,
> or rather justified, by Hilbert and Weyl, and then
> further extended by Hodge and Kodaira.
> In particular, Kodaira characterized projective algebraic varieties
> as compact complex manifolds which admit positive line bundles,
> by establishing a cohomology vanishing theorem.
> 
> Demailly's thesis is one of the generalizations of
> Kodaira's vanishing theorem.  Demailly proved a
> vanishing theorem with L^2 estimates on complete K\"ahler
> manifolds under the semipositivity conditions on the curvature of
> the bundles. It was first observed by Grauert that complete
> K\"ahler metrics live naturally on Stein manifolds as well as on
> quasi-projective manifolds. The reason why Demailly's L^2
> vanishing theorem is effective in algebraic geometry is that L^2
> holomorphic functions extend analytically across proper analytic
> subsets of the domains in C^n as in the case of Riemann's
> removable singularity theorem in one variable.

ﾛｰｶﾙﾙｰﾙ SETTING.TXT

他の携帯ﾌﾞﾗｳｻﾞのﾚｽ書き込みﾌｫｰﾑはこちら｡書き込み設定で書き込みｻｲﾄの設定ができます｡
・ULA
・べっかんこ(身代わりの術)
・べっかんこ(通常)
・公式(ｽﾏﾎ)
・公式(PC)[PC,ｽﾏﾎ,PHS可]

書き込み設定(板別)で板別の名前とﾒｰﾙを設定できます｡

上下板覧索設栞歴

ぬこの手ぬこTOP 0.012s