summary:Solvability of the general boundary value problem for von Kármán system of nonlinear equations is studied. The problem is reduced to an operator equation. Coerciveness of the corresponding operator is proved, which together with its other properties implies the existence of a solution
The paper is devoted to investigation of solvability of operator equations containing condensing per...
AbstractWe consider nonlinear boundary value problems of the type Lƒ + Nƒ = 0 for the existence of s...
AbstractThe equation (∗) Au − λTu + μCu = f is studied in a real separable Hilbert space H. Here, λ,...
summary:Solvability of the general boundary value problem for von Kármán system of nonlinear equatio...
summary:Solvability of the general boundary value problem for von Kármán system of nonlinear equatio...
summary:A nonlinear system of equations generalizing von Kármán equations is studied. The existence ...
© Siberian Federal University. All rights reserved.Solvability of a system of nonlinear second order...
summary:Dans l'article, on a défini une équation d'operateur équivalent à la formulation variationne...
summary:A general theorem (principle of a priori boundedness) on solvability of the boundary value p...
We study the solvability and the existence of multiple solutions of nonlinear systems of elliptic eq...
summary:We consider boundary value problems for second order differential equations of the form $(x^...
Communicated by Ha'{m Brezis. ABSTRACT. Three results are given involving the solvability of no...
We study the existence of a solution for a non-necessarily cooperative system of n equations involvi...
We give sufficient conditions involving f, g and Omega in order that systems of differential equatio...
Three principles of solvability of operator equations are considered. The first is connected with th...
The paper is devoted to investigation of solvability of operator equations containing condensing per...
AbstractWe consider nonlinear boundary value problems of the type Lƒ + Nƒ = 0 for the existence of s...
AbstractThe equation (∗) Au − λTu + μCu = f is studied in a real separable Hilbert space H. Here, λ,...
summary:Solvability of the general boundary value problem for von Kármán system of nonlinear equatio...
summary:Solvability of the general boundary value problem for von Kármán system of nonlinear equatio...
summary:A nonlinear system of equations generalizing von Kármán equations is studied. The existence ...
© Siberian Federal University. All rights reserved.Solvability of a system of nonlinear second order...
summary:Dans l'article, on a défini une équation d'operateur équivalent à la formulation variationne...
summary:A general theorem (principle of a priori boundedness) on solvability of the boundary value p...
We study the solvability and the existence of multiple solutions of nonlinear systems of elliptic eq...
summary:We consider boundary value problems for second order differential equations of the form $(x^...
Communicated by Ha'{m Brezis. ABSTRACT. Three results are given involving the solvability of no...
We study the existence of a solution for a non-necessarily cooperative system of n equations involvi...
We give sufficient conditions involving f, g and Omega in order that systems of differential equatio...
Three principles of solvability of operator equations are considered. The first is connected with th...
The paper is devoted to investigation of solvability of operator equations containing condensing per...
AbstractWe consider nonlinear boundary value problems of the type Lƒ + Nƒ = 0 for the existence of s...
AbstractThe equation (∗) Au − λTu + μCu = f is studied in a real separable Hilbert space H. Here, λ,...
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