Seminario del 2017

Aprile
06
2017
Ali Maalaoui - American University of Ras al Khaimah, UAE
Characterization of the Palais-Smale sequences for the Conformal Dirac-Einstein equation and applications
analisi matematica
In this presentation, we study the behavior of the Palais-Smale sequences of the conformal Dirac-Einstein equation, in 3-dimensional compact Riemannian manifolds. The problem originates from the super-symmetric model of coupling gravity with fermionic energy. Since the energy functional is critical, bubbling occurs. We give here a precise characterization of the violation of the (PS) condition and provide an Aubin type inequality guarantying the existence of solutions. Along the proof we see that this problem is in tight relation with the classical Yamabe problem and the Spinorial version of the Yamabe problem
organizzato da: Vittorio Martino
nell'ambito del Progetto R.F.O. 2014 del prof. Bruno Franchi

indietro