Local models of isolated singularities for affine special Kähler structures in dimension two
arXiv:1711.09118 · doi:10.1093/imrn/rny165
Abstract
We construct local models of isolated singularities for special Kähler structures in real dimension two assuming that the associated holomorphic cubic form does not have essential singularities. As an application we compute the holonomy of the flat symplectic connection, which is a part of the special Kähler structure.
V2: typos corrected, some conventions changed, a few changes in exposition