- A Sheaf Cohomology Restriction Formulation on Toric Full Intersections
Authors: Zhentao Lyu
Summary: We show a sheaf cohomology restriction (SCORE) formulation for a category of vector bundles on full intersections in toric varieties. The formulation allows one to compute cohomology merchandise on the whole intersection X through computations on the ambient area V and probably compute sure quantum corrections to the classical sheaf cohomology ring. Schematically the formulation reads (s1,…,sr)X=(s1,…,sr,g)V with g being an explicitly described amount derived from the monad information of the bundle.
