A new version of advanced global integral and local differential AGILD modeling and inversion

In this paper, we propose a new version of advanced global integral and local differential AGILD modeling and inversion. In the outside of enough large 3D sphere, a annular spherical layer to be selected as absorption zone SL. We install GLLH inner cloak EM material in SL. In sphere annular SL layer, we propose GLLH Green's SL layer integral equation of Electromagnetic field for AGILD method. Making that the boundary reflection can be reduced. Also we construct a fast parallel algorithm to solve the GLLH SL layer integral equation modeling and inversion. In local differential domain, a slight regularizing method is proposed to make differential inversion scheme symmetry and stable. The improved AGILD modeling and inversion is more effect and high performance parallelization. The SL zone can be numerical absorption boundary layer for Finite Element Method, Finite Difference Method and Sympletic geometry scheme. The AGILD method is suitable for cloud distribute computing and storage.