The inverse coefficient problem for the nonlinear convection-diffusion-reaction equation is
considered. A velocity vector and a mass-transfer coefficient are considered as the unknown …

Inverse problems of designing spherical shells intended for cloaking material bodies in a
stationary electric field are studied. By applying an optimization method, these problems are …

Boundary value and extremum problems for a generalized Oberbeck–Boussinesq model
are considered under the assumption that the reaction coefficient depends nonlinearly on …

The paper is devoted to discrete optimization of the viscous heatconducting fluid flows. In the
problem under consideration we want to create a flow with desired properties using optimal …

This paper is devoted to determining the electrical conductivity of an unknown object by the
electric field measurements. Using the optimization method this inverse problem is reduced …

This work is devoted to control problem for unsteady flow of heat and electrically conducting
fluid at small magnetic Reynolds numbers. This problem is connected with vortex reduction …

Boundary value and inverse coefficient problems for a generalized Oberbeck-Boussinesq
model are considered under the assumption that the reaction coefficient depends …

The paper is devoted to inverse problems for the unsteady viscous incompressible fluid flow.
In the problems under consideration we estimate the velocity vector on a part of the …

This study is devoted to the numerical design of three-dimensional cloaking shell in static
fields. The shell consists of a finite number of homogeneous layers. We need to find suitable …

This paper is devoted to the boundary control problems for non-stationary equations of
viscous heat-conducting fluid. In these problems we change the fluid flow by heating or …