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Аналитическое моделирование граничных режимов работы стохастической системы of the Marcov processes theory of casual structure the problem of the likelihood analysis of boundary operating

On uniqueness of solution to a problems with normal derivatives in boundary conditions for the Boussinesq–Love equation with normal derivatives in boundary conditions for the Boussinesq–Love equation.

Cauchy integral and singular integral operator over closed Jordan curves. These results are of significance for boundary value problems in domains with non-smooth and non

Cauchy integral and singular integral operator over closed Jordan curves for boundary value problems in domains with non-smooth and non-rectifiable boundaries. © 2014 Springer

Investigation of boundary-value problem for stationary system of equations of viscous non-isothermal fluid to the boundary-value problem of flow around of particles of spherical shape for stationary system of equations

Elliptic equations, manifolds with non-smooth boundaries, and boundary value problems with non-smooth boundaries. It includes studying local situations related to model pseudo

The over-determined boundary value problems for the maxwell equations set in the orthogonal coordinates and some applications for the electromagnetic wave diffraction problems for the Maxwell equations set are obtained in the cases of Cartesian, cylindrical and spherical coordinates

Moving phreatic surface in a porous slab: An analytical solution) and complex coordinate are linearly interconnected along the boundary of the flow domain that allows

Numerical Solution of Rare Metal Leaching Problem, where the main idea is the presence of new conditions on a free (unknown) boundary between liquid

Thermal explosion of an infinite plate under the non-symmetric boundary conditions of the third kindThe problem about thermal explosion of a plane reagent layer is analytically solved under the non

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