おお K Takegoshi 著 · 1981がヒット https://www.jstage.jst.go.jp/article/kyotoms1969/17/2/17_2_723/_pdf A Vanishing Theorem for on Weakly 1 -Complete Manifolds J-Stage K Takegoshi 著 · 1981 · 被引用数: 8 — Girbau's work [4], O. Abdelkader [1] proved the following. Theorem 1. Let X be a weakly \-complete Kahler manifold and let B be a semi-positive 2023か、新しい文献を見ておくことは大事だね https://academic.oup.com/imrn/article-abstract/2023/16/13501/6650269 Vanishing Theorems for Sheaves of Logarithmic Differential ... Oxford Academic C Huang 著 · 2023 · 被引用数: 2 — ... theorems, including Norimatsu's vanishing theorem, Girbau's vanishing theorem, Le Potier's vanishing theorem, and a version of the Kawamata– これは、ご当人のJ Girbau 氏 https://link.springer.com/article/10.1007/BF02761365 Vanishing cohomology theorems and stability of complex ... Springer J Girbau 著 · 1981 · 被引用数: 1 — Girbau,Sur le théorème de stabilité de feuilletages de Hamilton, Epstein et Rosenberg, C. R. Acad. Sci. Paris291 (1980), A-41-44. J. Girbau and M. 0003132人目の素数さん2024/01/11(木) 17:04:03.49ID:1SR0Rq8E 中身を見てないが、メモ貼りますね
おお S Nakano 著 · 1974 "Kobayashi, S. and Ochiai, T" Kobayashi, S 小林 昭七 Ochiai, T 落合卓四郎 かな (”Kobayashi-Ochiai vanishing theorem”にヒットしているか不明ですが)
https://www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/pdf/0819-14.pdf Iitaka's conjecture based on Severi's theorem. ness if $X$ RIMS, Kyoto University K MAEHARA 著 · 1993 — Socond, Kobayashi-Ochiai ([KO])proved finiteness of the set of the generically ... Iitaka's conjecture based on Severi's theorem. Is the set fnite2. Thanks to ...