Introduction
1. Iteration methods for solving linear equations
1. The Jacobi method
2. Minimal residual method
3. Multistep minimal residual method
4. Quasi-minimal residual methods
5. Numerical implementation of iteration methods
6. Iteration method of increasing the accuracy of the solution
7. Comparison of iteration methods
2. Singular equations in electromagnetic scattering
8. Initial equations
9. Analysis of integral equations
10. Classical solutions to the scattering problems
11. Generalized solution of the scattering problems
12. Analysis of other classes of scattering problems
3. Methods and algorithms for solution to the problems of scattering by three-dimensional structures
13. Application of the Jacobi method for the scattering problems of the quasistatic wavelenght range
14. Substantiation of applicability of MRM and QMRM for the problems of scattering by a transparent body
15. Algorithms of numerical solution and peculiarities of their utilization
16. Application of MRM for solving other families of scattering problems
Appendix
Bibliography