Численное решение двумерного аналога уравнения Гельфанда–Левитана–Крейна

Inverse problems for some hyperbolic equations are considered. The Gel'fand–Levitan–Krein approach is applied to reduce nonlinear inverse problems to sets of linear integral equation. Numerical solution of integral equations is obtained using singular value's decomposition method and Monte-Carlo method. Results of numerical experiments are represented.