Volumetric singular integral electrodynamic equations

In the book, using singular integral equations, various classes of electrodynamics tasks are considered. The monograph consists of two parts. In the first part, volumetric singular integral equations are displayed that describe the tasks of dispersing electromagnetic waves on three -dimensional heterogeneous and anisotropic structures, as well as singular equations with laundering but time describing the tasks of the interaction of non -stationary field with a limited material environment. Using the obtained equations, theorems of the existence and uniqueness of the solutions of various classes of waves scattering are proved.
In the second part, iterative methods are presented for solving equations, the application of the Galerkin method and the collocation method for a numerical solution of equations that describe the tasks of scattering waves into three -dimensional heterogeneous and anisotropic structures are strictly strictly substantiated. Effective algorithms for a numerical solution of singular equations are offered