Cohomologies of Landau-Ginzburg models
arXiv:1804.09359
Abstract
Let V be a holomorphic bundle over a complex manifold M, and s be a holomorphic section of V. We study different types of cohomology associated to the Koszul complex induced by s. When M is complete, these cohomologies are isomorphic to each other and have self duality.
the proof of the main theorem is wrong