Faisceaux Amples sur les Espaces Analytiques
From MaRDI portal
Publication:3969188
DOI10.2307/1999498zbMath0503.32014OpenAlexW4230275305MaRDI QIDQ3969188
Publication date: 1982
Full work available at URL: https://doi.org/10.2307/1999498
Analytic sheaves and cohomology groups (32C35) Compact analytic spaces (32J99) Sheaves and cohomology of sections of holomorphic vector bundles, general results (32L10)
Related Items
Varieties with ample tangent sheaves, Harmonic metrics on Higgs sheaves and uniformization of varieties of general type, Higgs bundles and UV completion in \(F\)-theory, Galois coverings and endomorphisms of projective varieties, Projectively flat klt varieties, Aspects of the Geometry of Varieties with Canonical Singularities, A closure operation on complex analytic cones and torsion, Moišezon spaces and almost positive coherent sheaves, Complex analytic cones
Cites Work
- Unnamed Item
- Unnamed Item
- Unnamed Item
- Über holomorphe Abbildungen mit projektiven Fasern
- Positivity notions for coherent sheaves over compact complex spaces
- Embedding Moishezon spaces into 1-convex spaces
- Espaces de Moisezon rélatifs et algebrisation des modifications analytiques
- Finsler structures of negative curvature in C-linear fibre spaces
- Modifications des espaces complexes. I
- On the blowing down of analytic spaces
- Criteria for quasi-projectivity
- Addendum to `Criteria for quasi-projectivity'
- Submanifolds of Abelian varieties
- Familien negativer Vektorraumbündel und 1-konvexe Abbildungen
- Über Modifikationen und exzeptionelle analytische Mengen
- Ample vector bundles
- Algebraization of formal moduli. II: Existence of modifications
- Lineare Faserräume und kohärente Modulgarben über komplexen Räumen
- Verschwindungssätze für analytische Kohomologiegruppen auf komplexen Räumen
- Algebraic spaces
- Relativexzeptionelle analytische Mengen. (Relative exceptional analytical sets.)
- Analytic and algebraic dependence of meromorphic functions
- Le complété formel d'un espace analytique le long d'un sous-espace: un théorème de comparaison. (The formal completion of an analytic space along a subspace: A comparison theorem)
- A generalization of Kodaira's embedding theorem
- Flattening Theorem in Complex-Analytic Geometry
- Conditions for the Existence of Contractions in the Category of Algebraic Spaces
- Espaces Fibres Lineaires Faiblement Negatifs sur un Espace Complexe
- Characterizing Moišezon spaces by almost positive coherent analytic sheaves