Presented By: Student Dynamics/Geometry Topology Seminar - Department of Mathematics
Student DGT - Geodesics in the Space of Kahler Potentials (Part 2)
Reebhu Bhattacharyya
(This is a rescheduled talk from the past week. Note the non-standard time and place)
In this second talk of a two part sequence, we will continue discussing the geometry of the space of Kähler potentials on a compact manifold. In particular, we will see how Hamiltonian flows defined by the Cauchy data can give solutions to the geodesic equation in this space. The talk will be self-contained and we will review necessary results from the previous talk in the beginning.
In this second talk of a two part sequence, we will continue discussing the geometry of the space of Kähler potentials on a compact manifold. In particular, we will see how Hamiltonian flows defined by the Cauchy data can give solutions to the geodesic equation in this space. The talk will be self-contained and we will review necessary results from the previous talk in the beginning.
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