Department of Mathematics

Dr. Vamsi Pingali (Indian Institute of Science, Bangalore): "A vector bundle version of the Monge-Ampere equation"

May 29, 2018 from 02:15 PM to 03:45 PM

LMS 4 - Raum 312 - Diskussionsraum


Motivated by a desire to study stability conditions involving higher Chern forms, I will introduce an analogue of the Monge-Ampere equation for a metric on a holomorphic vector bundle. For rank 2 bundles on surfaces I shall describe stability obstruction involving the second character. Some examples of solutions, a moment map interpretation, and a Chern class inequality (for rank-2 bundles on surfaces) will also be discussed.


Einladende: C. Meneses, H. Weiß

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