We study the unique solvability of the Steklov–type biharmonic problem in unbounded
domains under the assumption that a generalized solution of this problem has a bounded …

We study the unique solvability of the Steklov problem for the biharmonic equation in
unbounded domains under the assumption that a generalized solution of this problem has a …

We study the unique solvability of the Neumann problem for the biharmonic equation in
unbounded domains under the assumption that a generalized solution of this problem has a …

The report investigates the mathematical apparatus of harmonic operators, which can be
used for modeling the processing of the amplitude-frequency spectrum of dynamic objects …

We study the unique solvability of the mixed Dirichlet–Navier problem for the polyharmonic
equation in exterior domains under the assumption that a generalized solution of this …

We study the unique solvability of the mixed Dirichlet-Steklov problem for the biharmonic
equation in exterior domains under the assumption that a generalized solution of this …

We study the uniqueness of the solution of a boundary value problem for the biharmonic
equation in unbounded domains under the assumption that the generalized solution of this …

We study properties of generalized solutions of the Dirichlet–Robin problem for an elasticity
system in the exterior of a compact, as well as the asymptotic behavior of solutions of this …

An approach for solving of the axisymmetric biharmonic boundary value problems for semi‐
infinite cylindrical domain was developed in the paper. On the lateral surface of the domain …

We studied the properties of generalized solutions in unbounded domains and the
asymptotic behavior of solutions of elliptic boundary value problems at infinity. Moreover, we …