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Abstracts
Alexander Belavin
Superstring compactification and Frobenius manifold structures
For finding Effective Lagrangian which appears after the compactification of Superstring theory on a CalabiYau (CY) manifold we need to know the so called Special Kahler geometry on the Moduli space of the CY manifold. We present a simple way for computing the Special Kahler metric. This method uses the fact that the Moduli space is a subspace of the Frobenius manifold connected with the given CY manifold. Due to this fact we are able to calculate two special basises of periods of the CY holomorphic 3form. The knowledge of these basises together with the holomorphic metric on the Frobenius manifold makes it possible finding the exact expression for Kahler metric on the Moduli space.


Organizer:
Institute of Physics Belgrade
(University of Belgrade)
Belgrade, Serbia
Coorganizers:
Mathematical Institute
(Serbian Academy of Sciences and Arts)
Belgrade, Serbia
and
Faculty of Mathematics
(University of Belgrade)
Belgrade, Serbia
Email: mphys9@ipb.ac.rs
