Grothendieck Duality through Modern Methods

17 November 2014
16:00
Alex Betts
Abstract
We give an overview of Amnon Neeman's proof of Grothendieck's duality, working in the unbounded derived category and constructing the exceptional inverse image functor by appealing to an abstract adjoint functor theorem. The focus will be on developing the theory of the unbounded derived category and Spaltenstein's techniques for applying this theory in the algebro-geometric framework.
  • Junior Number Theory Seminar