Groundstate solutions for a nonlinear Choquard equation
I will discuss the existence of groundstate solutions for the Choquard equation in the whole space R^N. I will first consider the case of a homogeneous nonlinearity F(u)=|u|^p, then I will prove the existence of solutions under general hypotheses. In particular, the cases N = 2 and N >= 3 will have to be treated differently. The solutions are found through a variational mountain pass strategy. http://cvgmt.sns.it/seminar/555/
When
Thu Nov 17, 2016 4pm – 5pm Coordinated Universal Time