Add to ORKGThe work is aimed at existence and uniqueness proof of a highly generalized solution of the Cauchy problem and its continuous dependence on coefficients and B-parameter. The existence and uniqueness of a highly generalized solution of the Cauchy problem and its continuous dependence on the coefficient are proved (first for the general case). The field of application covers equations with partial derivatives: mathematical physicsAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
Investigation of the inverse problem solvability for equations of high order with dominating derivat...
summary:By using Mawhin’s continuation theorem, we provide some sufficient conditions for the existe...
This paper treats a class of generalized Cauchy problems for equations of the type of the Euler-Pois...
In this paper we obtain the solution of the singular Cauchy problem for the Euler-Poisson-Darboux eq...
Differential-operator equations of parabolic type with degeneracies and singularities in coefficient...
This monograph is the first systematic exposition of the theory of the Cauchy problem for higher ord...
Bonudary-value problems for non-classical equations of mathematical physics of the high order have b...
We directly apply the viscosity theory for fully nonlinear second-order differential equations to hi...
We consider a mixed problem for a degenerate differentialoperator equation of higher order. We estab...
Abstract: We consider a mixed problem for a degenerate differentialop-erator equation of higher orde...
Partial differential equations with constant coefficients are considered in the paper aiming at the ...
In this paper,we are studying the problems of the Dirichlet-Neumann problem for higher order mixed...
The existence, uniqueness and uniformly Lp estimates for solutions of a high-order abstract Navier–S...
In this paper, we study boundary value problems for parameter-dependent elliptic differential-operat...
Abstract. Dirichlet problem for parameter depended elliptic differential-operator equa-tion with var...
Investigation of the inverse problem solvability for equations of high order with dominating derivat...
summary:By using Mawhin’s continuation theorem, we provide some sufficient conditions for the existe...
This paper treats a class of generalized Cauchy problems for equations of the type of the Euler-Pois...
In this paper we obtain the solution of the singular Cauchy problem for the Euler-Poisson-Darboux eq...
Differential-operator equations of parabolic type with degeneracies and singularities in coefficient...
This monograph is the first systematic exposition of the theory of the Cauchy problem for higher ord...
Bonudary-value problems for non-classical equations of mathematical physics of the high order have b...
We directly apply the viscosity theory for fully nonlinear second-order differential equations to hi...
We consider a mixed problem for a degenerate differentialoperator equation of higher order. We estab...
Abstract: We consider a mixed problem for a degenerate differentialop-erator equation of higher orde...
Partial differential equations with constant coefficients are considered in the paper aiming at the ...
In this paper,we are studying the problems of the Dirichlet-Neumann problem for higher order mixed...
The existence, uniqueness and uniformly Lp estimates for solutions of a high-order abstract Navier–S...
In this paper, we study boundary value problems for parameter-dependent elliptic differential-operat...
Abstract. Dirichlet problem for parameter depended elliptic differential-operator equa-tion with var...
Investigation of the inverse problem solvability for equations of high order with dominating derivat...
summary:By using Mawhin’s continuation theorem, we provide some sufficient conditions for the existe...
This paper treats a class of generalized Cauchy problems for equations of the type of the Euler-Pois...