summary:A nonlinear system of equations generalizing von Kármán equations is studied. The existence of a solution is proved and the relation between the solutions of the considered system and the solutions of von Kármán system is studied. The system considered is derived in a former paper by Lepig under the assumption of a nonlinear relation between the intensity of stresses and deformations in the constitutive law
summary:In this paper the author studies existence and bifurcation of a nonlinear homogeneous Volter...
A review is given on the progress in the study of general solutions of elasticity and their applicat...
The problem, what equations of order n have general solutions expressible in the form of a variable ...
summary:A nonlinear system of equations generalizing von Kármán equations is studied. The existence ...
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...
We consider here the "generalized von Kármán equations", which constitute a mathematical model for a...
In the present work we reinterpret a result of approximate solutions to a nonlinear first order syst...
In the present work we reinterpret a result of approximate solutions to a nonlinear first order syst...
summary:The paper deals with the analysis of generalized von Kármán equations which desribe stabilit...
AbstractIn a previous work, the first author has identified three-dimensional boundary conditions “o...
In this article, under suitable conditions on the coefficients, we derive closed-form solutions and ...
summary:The existence of a "variational" solution to the system of nonlinear equations, governing th...
We show a new theorem in Campanato’s near operators theory and give an example of one of its applica...
summary:We consider system of two nonlinear equations. The aim of this paper is to present three dif...
summary:In this paper the author studies existence and bifurcation of a nonlinear homogeneous Volter...
A review is given on the progress in the study of general solutions of elasticity and their applicat...
The problem, what equations of order n have general solutions expressible in the form of a variable ...
summary:A nonlinear system of equations generalizing von Kármán equations is studied. The existence ...
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...
We consider here the "generalized von Kármán equations", which constitute a mathematical model for a...
In the present work we reinterpret a result of approximate solutions to a nonlinear first order syst...
In the present work we reinterpret a result of approximate solutions to a nonlinear first order syst...
summary:The paper deals with the analysis of generalized von Kármán equations which desribe stabilit...
AbstractIn a previous work, the first author has identified three-dimensional boundary conditions “o...
In this article, under suitable conditions on the coefficients, we derive closed-form solutions and ...
summary:The existence of a "variational" solution to the system of nonlinear equations, governing th...
We show a new theorem in Campanato’s near operators theory and give an example of one of its applica...
summary:We consider system of two nonlinear equations. The aim of this paper is to present three dif...
summary:In this paper the author studies existence and bifurcation of a nonlinear homogeneous Volter...
A review is given on the progress in the study of general solutions of elasticity and their applicat...
The problem, what equations of order n have general solutions expressible in the form of a variable ...