Inverse coefficient problems for a non-linear convection–diffusion–reaction equation -
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We consider an identification problem for a stationary nonlinear convection–diffusion–
reaction equation in which the reaction coefficient depends nonlinearly on the concentration …

The stationary Boussinesq equations describing the heat transfer in the viscous heat‐
conducting fluid under inhomogeneous Dirichlet boundary conditions for velocity and mixed …

Under study are the extremal problems of multiplicative boundary control for timeharmonic
Maxwell's equations considered with the impedance boundary condition for the electric field …

An inverse extremum problem of boundary control for steady equations of thermal
convection is considered. The cost functional in this problem is chosen to be the root-mean …

Direct and inverse boundary value problems for models of stationary reaction–convection–
diffusion are investigated. The direct problem consists in finding a solution of the …

The coefficient inverse extremal problems are studied for the stationary convectiondiffusion
equation in a bounded domain under mixed boundary conditions on the boundary of the …

We study extremal problems of boundary control for stationary heat convection equations
with Dirichlet boundary conditions on velocity and temperature. As the cost functional we …

An iterative algorithm for reconstruction of an unknown boundary function from observation
data in the space of traces W 1/2 2 (Γ2) is considered in the paper for the case of a function …

We study a system of nonlinear equations describing unsteady flows of a viscoelastic fluid of
the Oldroyd type in a bounded three-dimensional domain under the mixed boundary …