Английская Википедия:Gabriel–Rosenberg reconstruction theorem
Материал из Онлайн справочника
In algebraic geometry, the Gabriel–Rosenberg reconstruction theorem, introduced in Шаблон:Harvtxt, states that a quasi-separated scheme can be recovered from the category of quasi-coherent sheaves on it.[1] The theorem is taken as a starting point for noncommutative algebraic geometry as the theorem says (in a sense) working with stuff on a space is equivalent to working with the space itself. It is named after Pierre Gabriel and Alexander L. Rosenberg.
See also
References
External links
- https://ncatlab.org/nlab/show/Gabriel-Rosenberg+theorem
- How to unify various reconstruction theorems (Gabriel-Rosenberg, Tannaka, Balmers)
Шаблон:Algebraic-geometry-stub
