Defines rank varieties over generic hypersurfaces via extension of scalars and proves every projective variety is realized as the rank variety of a finitely generated module.
Eisenbud,Homological algebra on a complete intersection, with an application to group representationsTrans
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Rank varieties over the generic hypersurface I
Defines rank varieties over generic hypersurfaces via extension of scalars and proves every projective variety is realized as the rank variety of a finitely generated module.