Numerical implementation for reconstruction of inhomogeneous conductivities via Generalized Polarization Tensors
arXiv:1405.7489 · doi:10.1002/mma.3293
Abstract
This paper deals with numerical methods for reconstruction of inhomogeneous conductivities. We use the concept of Generalized Polarization Tensors, which were introduced in [3], to do reconstruction. Basic resolution and stability analysis are presented. Least square norm methods with respect to Generalized Polarization Tensors are used for reconstruction of conductivities. Finally, reconstruction of three different types of conductivities in the plane is demonstrated.
23pages, 8 figures; 3 big figures are not listed due to size limits