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- Raynaud_surface abstract "In mathematics, a Raynaud surface is a particular kind of algebraic surface that was introduced in (Lang 1979) and named for Raynaud (1978). To be precise, a Raynaud surface is a quasi-elliptic surface over an algebraic curve of genus g greater than 1, such that all fibers are irreducible and the fibration has a section. The Kodaira vanishing theorem fails for such surfaces; in other words the Kodaira theorem, valid in algebraic geometry over the complex numbers, has such surfaces as counterexamples, and these can only exist in characteristic p.Generalized Raynaud surfaces were introduced in (Lang 1983), and give examples of surfaces of general type with global vector fields.".
- Raynaud_surface wikiPageExternalLink item?id=ASENS_1979_4_12_4_473_0.
- Raynaud_surface wikiPageID "22712664".
- Raynaud_surface wikiPageRevisionID "525861253".
- Raynaud_surface hasPhotoCollection Raynaud_surface.
- Raynaud_surface subject Category:Algebraic_surfaces.
- Raynaud_surface type AlgebraicSurfaces.
- Raynaud_surface type Artifact100021939.
- Raynaud_surface type Object100002684.
- Raynaud_surface type PhysicalEntity100001930.
- Raynaud_surface type Surface104362025.
- Raynaud_surface type Whole100003553.
- Raynaud_surface comment "In mathematics, a Raynaud surface is a particular kind of algebraic surface that was introduced in (Lang 1979) and named for Raynaud (1978). To be precise, a Raynaud surface is a quasi-elliptic surface over an algebraic curve of genus g greater than 1, such that all fibers are irreducible and the fibration has a section.".
- Raynaud_surface label "Raynaud surface".
- Raynaud_surface sameAs m.05ztg_4.
- Raynaud_surface sameAs Q7299311.
- Raynaud_surface sameAs Q7299311.
- Raynaud_surface sameAs Raynaud_surface.
- Raynaud_surface wasDerivedFrom Raynaud_surface?oldid=525861253.
- Raynaud_surface isPrimaryTopicOf Raynaud_surface.