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326: １３２人目の素数さん [] 2025/01/02(木) 20:44:08.83 ID:Zl89R8aT

>>324
>locally closed submanifoldに関する問題
>locally Stein --> quasi-Stein ?

わからんので
検索： locally closed submanifold ocally Stein quasi-Stein 2024

下記２件ヒット
取り敢えず貼っておきます ；ｐ）

https://mathoverflow.net/questions/332210/why-are-stein-manifolds-spaces-the-analog-of-affine-varieties-schemes-in-algebra
Why are Stein manifolds/spaces the analog of affine varieties/schemes in algebraic geometry?
I presume this is a GAGA-style result, but I cannot find a reference.
asked May 22, 2019 at 15:48
John Rached

2 Answers
略す

https://www.researchgate.net/publication/362644017_Algebraic_cones_of_LCK_manifolds_with_potential
Algebraic cones of LCK manifolds with potential
August 2022
Liviu Ornea
Misha Verbitsky
（Foll textがダウンロードできる）
Abstract
A complex manifold X is called "LCK manifolds with potential" if it can be realized as a complex submanifold of a Hopf manifold. Let Y its
Z-covering, considered as a complex submanifold in
Cn\0. We prove that Y is algebraic. We call the manifolds obtained this way the algebraic cones, and show that the algebraic structure on Y is independent from the choice of X. We give several intrinsic definitions of an algebraic cone, and prove that these definitions are equivalent.

http://rio2016.5ch.net/test/read.cgi/math/1730952790/326

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