A vector bundle version of the Monge-Ampere equation
Starts 10 May 2019 15:30
Ends 10 May 2019 16:30
Central European Time
Leonardo Building - Luigi Stasi Seminar Room
Abstract: Motivated by mirror symmetry considerations (the deformed Hermitian-Yang-Mills equation due to Jacob-Yau) and a desire to study stability conditions involving higher Chern forms, a vector bundle version of the usual complex Monge-Ampere equation (studied by Calabi, Yau, Aubin, etc) will be discussed. I shall also discuss a Kobayashi-Hitchin type correspondence for a special case (a dimensional reduction to Riemann surfaces).
ICTP - Strada Costiera, 11
I - 34151 Trieste Italy (+39) 040 2240 111 email@example.com