Seminar “Boundary value problems for semilinear Schrodinger equations with Hardy-type potentials”
24 May at 18:00 MSK
We consider a class of semi-linear elliptic equations involving a Hardy-type potential and an absorption nonlinear term. We shall discuss a notion of boundary trace of solutions that is strongly dependent on the potential V. Next, we shall present a-priori estimates for the associated linear boundary value problem (b.v.p.) with measure data. Finally, we shall discuss the existence of solutions of the nonlinear b.v.p. with measure boundary data.
Professor Moshe Marcus (University Technion, Haifa, Israel).