Special Session 19: New trends in inverse problems for partial differential equations
Uniqueness in the inverse boundary value problem for the weighted p-Laplacian in the plane
Catalin I Carstea
National Yang Ming Chiao Tung University Taiwan
Co-Author(s): Ali Feizmohammadi
Abstract:
In this talk I will show a proof of uniqueness in the inverse boundary value problem for the coefficient of the equation, in dimension 2. The approach involves the higher linearization procedure but, unlike the usual case, the linearization is done at a non-trivial solution. The question then reduces to an anisotropic Calderon problem.