Примеры использования Boundary value на Английском языке и их переводы на Русский язык
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Solution of Boundary Value Problems for Differential Equations by Variational Method(theses)// International Partnership:
Three-element Carleman boundary value problem with a reverce shift for analytic functions on an exceptional case.
Regularity of solutions of boundary value problems for a parabolic equation with coefficients growing near the boundary(in Russian)// Doklady Akademii Nauk. 2010.
This research considers Riemann-Hilbert boundary value problem with infinite index where edge condition of problem is established by the real axis.
The orthogonal projection method for solution of boundary value problem of theory of elasticity with eigenstrain is presented.
quaternion differential equation of the spacecraft orbit orientation, we have formulated differential boundary value problem of correction of the angular elements of the spacecraft orbit.
numerical solutions of boundary value problems over regions.
On the example of this problem the possibility of using the apparatus of R-functions for solving boundary value problems with non-standard geometry was shown.
The macro characteristics are calculated by integration of cell functions that are derived from solving a family of boundary value problems on periodic cell.
He applied these concepts to study of the existence of periodic solutions and solutions boundary value problems of differential systems,
including boundary value problems for elliptic partial differential equations.
Scientific school: research is conducted on the topic"A study of certain classes of boundary value problems of partial differential equations,
Advances in Nonlinear Analysis, Boundary Value Problems, and others.
a specialist in the field of boundary value problems for analytic functions of a complex variable.
uniqueness of the solution of the boundary value problem in the strip for one degenerate elliptic equations of higher order,
By applying of a modified method of spline collocation the twodimensional boundary value problem for the determination of deflection is reduced to a boundary value problem for the system of ordinary differential equations, which is solved numerically.
The article investigates the three-element Carleman boundary value problem in the class of analytic functions, continuous extension to the contour in the Holder sense, when this problem can not be reduced to a two-element boundary value problems.
It is proved that a Variable boundary problem that arises as a necessary condition for an extremum is an"intermediate" position between the boundary value problems of fourth-
their application in the well posedness analysis of the boundary value problems for pseudo-differential equations Non-classical problems for the partial differential equations appearing in physics and technologies.
the second coefficient is the boundary value of a function that is meromorphic in the unit disk.