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The behaviour of mixed problem solution for Sobolev type equations under increase in time or approaching to zero solution in any internal point of space domain are found.
Uniqueness for an inverse coefficient problem for a one-dimensional time-fractional diffusion equation with non-zero boundary conditions representation formula of solution to an initial boundary value problem with non-zero boundary data. Moreover, we
Обзор результатов научной школы СПбГУ по нелинейным уравнениям в частных производных. I part of the review concerns the solvability and qualitative properties of solutions to boundary value
A boundary value problem with conditions on the entire boundary of a noncharacteristic domain for a fourth-order equation, it is verified that under homogeneous conditions, the homogeneous equation has only the zero solution
Optimal control for traffic flows in the urban road networks and its solution by variational genetic algorithm. The solution is a control program that determines the moments for phase switching. A variational genetic
On a Limiting Passage as the Thickness of a Rigid Inclusions in an Equilibrium Problem for a Kirchhoff-Love Plate with a Crack
flat rigid inclusion is proved. It is proved that when a thickness parameter tends to zero, the problem
Uzawa-type Iterative Solution Methods for Constrained Saddle Point ProblemsUzawa-type Iterative Solution Methods for Constrained Saddle Point Problems
Proximal method for solving nonmonotone variational inequalitiesA generalized variational inequality is considered. In addition to ordinary inequalities
On the variational principle for fractional kinetic theory 022142), a variational principle has been formulated for spatiotemporally-fractional Fokker
Non-overlapping domain decomposition method for a variational inequality with gradient constraints is applied to a variational inequality with nonlinear diffusion-convection operator and gradient constraints
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