Thu, March 16, 2023, 9:00-10:00 am PDT via Zoom
Title: Full discretization and regularization for the Calderón problem.
Abstract: For the inverse conductivity problem with discontinuous conductivities, we construct a completely discrete minimization problem whose solution is a good approximation of a solution to the inverse problem. The regularization term used is the total variation penalization and the discretization involves at the same time the boundary measurements, the unknown conductivity and the solution to the direct problem.
This is a joint work with Alessandro Felisi (Genova).