“Moduli spaces of generalized holomorphic bundles”

Ruxandra Moraru, Department of Pure Mathematics, University of Waterloo

Generalized holomorphic bundles are the analogues of holomorphic vector bundles in the generalized geometry setting. For some generalized complex structures, these bundles corre- spond to co-Higgs bundles, flat bundles or Poisson modules. In this talk, I will discuss the deformation theory of generalized holomorphic bundles on generalized Kaehler manifolds. I will also give explicit examples of moduli spaces of generalized holomorphic bundles on Hopf surfaces and on Inoue surfaces. This is joint work with Shengda Hu and Mohamed El Alami.

MC 5413