|IAS/Princeton Algebraic Geometry Day|
|Topic:||Embedding the derived category of a curve into a Fano variety|
|Affiliation:||Steklov Mathematical Institute, Moscow|
|Date:||Tuesday, April 14|
|Time/Room:||1:15pm - 2:15pm/S-101|
According to the conjecture of Bondal, the derived category of coherent sheaves on any smooth projective variety can be embedded as a semiorthogonal component into the derived category of a Fano variety of higher dimension. I will explain how this embedding can be constructed for general curves of arbitrary genus. This is a joint work with Anton Fonarev.