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Email: mphys10@ipb.ac.rs

Abstracts
Mihai Visinescu
SasakiRicci flow on SasakiEinstein space T(1,1)
We examine the compact Sasaki manifolds in view of transverse Kahler geometry and transverse KahlerRicci flow. In particular we study the transverse Kahler geometry of the fivedimensional SasakiEinstein space T(1,1). For this purpose a set of local holomorphic coordinates is introduced and a Sasakian analogue of the Kahler potential is produced. We investigate deformations of the SasakiEinstein structure preserving the Reeb vector field, but modifying the contact form. Finally, it is described the constructions of Hamiltonian vector fields and Hamiltonian function on the T(1,1) manifold.


Organizers:
Institute of Physics Belgrade (University of Belgrade)
Belgrade, Serbia
Faculty of Mathematics
(University of Belgrade)
Belgrade, Serbia
Mathematical Institute
(Serbian Academy of Sciences and Arts)
Belgrade, Serbia
Faculty of Science
(University of Kragujevac)
Kragujevac, Serbia
Coorganizers:
Serbian Academy of Sciences and Arts (SASA)
Belgrade, Serbia
Institute of Nuclear Sciences "VinÄ¨a"
(University of Belgrade)
Belgrade, Serbia
Institute of Physics
(University of Kragujevac)
Kragujevac, Serbia
Faculty of Physics
(University of Belgrade)
Belgrade, Serbia
Faculty of Sciences
(University of Novi Sad)
Novi Sad, Serbia
School of Electrical Engineering
(University of Belgrade)
Belgrade, Serbia
SEENETMTP
(Southeastern European Network in Mathematical and Theoretical Physics)
Nis, Serbia
