gabriel, rosenberg, reconstruction, theorem, algebraic, geometry, introduced, gabriel, 1962, states, that, quasi, separated, scheme, recovered, from, category, quasi, coherent, sheaves, theorem, taken, starting, point, noncommutative, algebraic, geometry, theo. In algebraic geometry the Gabriel Rosenberg reconstruction theorem introduced in Gabriel 1962 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 EditTannakian dualityReferences Edit Brandenburg Martin 2013 10 22 Rosenberg s Reconstruction Theorem after Gabber arXiv 1310 5978 math AG Gabriel Pierre 1962 Des categories abeliennes Bulletin de la Societe Mathematique de France 90 323 448 External links Edithttps ncatlab org nlab show Gabriel Rosenberg theorem How to unify various reconstruction theorems Gabriel Rosenberg Tannaka Balmers This algebraic geometry related article is a stub You can help Wikipedia by expanding it vte Retrieved from https en wikipedia org w index php title Gabriel Rosenberg reconstruction theorem amp oldid 1081328751, wikipedia, wiki, book, books, library,
