Larisa Beilina: Approximate global convergence and adaptive finite element method for coefficient inverse problems with experimental data

In this talk we will summarize results of our research group during 2007-2011 on the approximate globally convergent numerical method with combination of the adaptivity technique for solution of hyperbolic coefficient inverse problems, which we call two-stage numerical procedure. We will also briefly discuss the framework of the functional analysis for the adaptivity technique. At the end of the talk we will present verification of the two-stage numerical procedure on the experimental data.