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Nonlinear mixed Cherepanov boundary-value problem-value problem consisting in the determination of a function (Formula presented.) that is meromorphic
Constructing Mixed Algorithms on the Basis of Some Bundle Method© 2020, Springer Nature Switzerland AG. In the paper, a method is proposed for minimizing a
Inverse Boundary Value Problem of the Plane Theory of Elasticity boundary value problem of the plane theory of elasticity in this paper. The solution is reduced to finding
The exact solution of the plane elasticity problem for the symmetric airfoil cracksThe exact solution of the plane elasticity problem for the symmetric airfoil cracks
On the theory of mixed-type equationsWe briefly review different well-posed boundary-value problems for mixed-type equations
Глобальная теорема корректности первой смешанной задачи для общего телеграфного уравнения с переменными коэффициентами на отрезке solution for the first mixed problem on a segment are derived. This half-strip of the plane is divided
On stable solution for a mixed boundary-value problem for Laplace equation with the approximately defined boundaryA mixed boundary value problem for Laplace equation in a rectangular cross section cylinder bounded
The solution of a mixed boundary value problem for the Laplace equation in a multiply connected domainThe solution of a mixed boundary value problem for the Laplace equation in a multiply connected
Mixed Boundary Value Problems for Strongly Elliptic Differential–Difference Equations in a Bounded DomainWe consider a mixed boundary value problem for a strongly elliptic differential–difference equation
Application of the minimum principle of a tikhonov smoothing functional in the problem of processing thermographic data by solving an ill posed mixed problem for the Laplace equation in a cylindrical region of rectangular cross
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