Generalized holomorphic vector bundles and Poisson modules on Hopf surfaces

Hopf surfaces are interesting examples of compact complex surfaces that do not admit Kaehler metrics, but nonetheless admit generalized Kaehler structures. In this talk, I will describe the geometry of generalized holomorphic vector bundles on these surfaces, thus providing new non-trivial examples of generalised holomorphic vector bundles and their moduli. Time permitting, I will also describe how these bundles relate to Poisson modules on Hopf surfaces.