Vector bundles on nonKähler principal elliptic bundles over surfaces
Günther Trautmann (Kaiserslautern)
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When 
Apr 19, 2012 from 03:15 pm to 04:15 pm 
Where  Mainz, 05432 (Hilbertraum) 
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Abstract: Let a 3fold X be a principal elliptic bundle over a compact complex surface and suppose that X does not admit a Kähler metric. I shall present results on the moduli space of relatively semistable vector bundles on X of arbitrary rank. These results are derived by an application of a FourierMukai transform and the study of a spectral cover related to it. The talk is based on a common work with V. Brinzanescu and A. Halanay.