The solvability of the inverse problem with unknown composite right-hand side for second-order linear hyperbolic equation is studied. The essence of the problem is as follows: it is required to find together with solution the unknown right-hand side of the equation. The problem is considered in a cylindrical region, with set conditions being typical of the first boundary-value problem and with overdetermination conditions set over some sections $t=t_1$, $t=t_2$.Исследована разрешимость обратной задачи с неизвестной правой частью составного вида для линейных гиперболических уравнений второго порядка. Суть задачи состоит в том, что требуется вместе с решением определить неизвестную правую часть, задача рассматривается в цилиндрической области...
Theory of one-sided invertibility for the operator R of Riemann’s boundary value problem in Lebesgue...
A retrospective inverse problem for a semi-linear differential equation is studied. The projection ...
The problem of nonlinear free vibrations of composite laminated plates with complex planform and dif...
The paper discusses the correctness of the inverse problem on finding an unknown coefficient depende...
The paper discusses the correctness of the inverse problem on finding an unknown coefficient depende...
The second initial-boundary value problem for a parabolic equation is under study. The term in the ...
An inverse boundary problem for a parabolic equation is analyzed in the article. For the stable appr...
For the equations of composite type, called pseudoparabolic equations, we study the solvability of t...
In this paper we study the inverse problem on identification of the leading coefficient in the pseu...
In this paper we study the inverse problem on identification of the leading coefficient in the pseu...
The paper discusses the regularity of the solutions to the inverse problems on finding unknown coef...
We consider initial boundary value problem for uniformly 2-parabolic differential operator of secon...
We examine well-posedness questions in the Sobolev spaces of inverse problems of recovering coeffic...
Theory of one-sided invertibility for the operator R of Riemann’s boundary value problem in Lebesgue...
Baumgarte's stabilization method is applied to achieve stability in inverse dynamical problem. Helmh...
Theory of one-sided invertibility for the operator R of Riemann’s boundary value problem in Lebesgue...
A retrospective inverse problem for a semi-linear differential equation is studied. The projection ...
The problem of nonlinear free vibrations of composite laminated plates with complex planform and dif...
The paper discusses the correctness of the inverse problem on finding an unknown coefficient depende...
The paper discusses the correctness of the inverse problem on finding an unknown coefficient depende...
The second initial-boundary value problem for a parabolic equation is under study. The term in the ...
An inverse boundary problem for a parabolic equation is analyzed in the article. For the stable appr...
For the equations of composite type, called pseudoparabolic equations, we study the solvability of t...
In this paper we study the inverse problem on identification of the leading coefficient in the pseu...
In this paper we study the inverse problem on identification of the leading coefficient in the pseu...
The paper discusses the regularity of the solutions to the inverse problems on finding unknown coef...
We consider initial boundary value problem for uniformly 2-parabolic differential operator of secon...
We examine well-posedness questions in the Sobolev spaces of inverse problems of recovering coeffic...
Theory of one-sided invertibility for the operator R of Riemann’s boundary value problem in Lebesgue...
Baumgarte's stabilization method is applied to achieve stability in inverse dynamical problem. Helmh...
Theory of one-sided invertibility for the operator R of Riemann’s boundary value problem in Lebesgue...
A retrospective inverse problem for a semi-linear differential equation is studied. The projection ...
The problem of nonlinear free vibrations of composite laminated plates with complex planform and dif...