A boundary value problem is formulated for a stationary model of mass transfer, which
generalizes the Boussinesq approximation in the case when the coefficients in the model …

The solvability of optimal control problems is proved on both weak and strong solutions of a
boundary value problem for the nonlinear reaction–diffusion–convection equation with …

We investigate a mathematical model describing 3D steady‐state flows of Bingham‐type
fluids in a bounded domain under threshold‐slip boundary conditions, which state that flows …

Global solvability of a boundary value problem for a generalized Boussinesq model is
proved in the case, when reaction coefficient depends nonlinearly on concentration of …

A stationary heat transfer model generalizing the Boussinesq approximation is considered.
For the corresponding boundary value problem the property of a global existence of its weak …

The global solvability of the boundary value problem for the nonlinear mass transfer
equations is proved under inhomogeneous Dirichlet boundary conditions for the velocity …

The global existence of a weak solution of a mixed boundary value problem for the
stationary mass transfer equations with variable coefficients is proved. The maximum and …

The global solvability and local uniqueness of boundary value problem's solutions for
stationary magnetic hydrodynamic equations for heat conducting fluid with variable …

Boundary value and control problems for nonlinear mass transfer equation are studied in the
case when the viscosity and diffusion coefficients depend on the substance's concentration …

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