In this paper, using the Brouwer topological degree, the authors prove an existence result for finite variational inequalities. This approach is also used to obtain the existence of periodic solutions for a class of evolution variational inequalities
We study the existence and uniqueness of periodic solutions for evolution equations. First we analy...
We present existence results for general variational inequalities without monotonicity or coercivit...
AbstractIn this paper, we study an extension of generalized variational inequalities studied by Fang...
In this paper, using the Brouwer topological degree, the authors prove an existence result for finit...
International audienceIn this paper, using the Brouwer topological degree, we prove an existence res...
This paper focuses on a part of the presentation given by the third author at the Shanghai Forum on ...
Existence theorems for the solution of two evolution unilateral second order problems,one Cauchy pro...
The existence and regularity properties of the solution of the periodic problem related to a second ...
The paper computes the Brouwer degree of some classes of homogeneous polynomials defined on quaterni...
Hereafter we shall analyse the existence and regularity properties of the solution of the periodic p...
In this article, we study a class of evolution variational inequalities with p(x,t)-growth conditio...
In this paper, a degree theory for finite dimensional generalized variational inequalities is built ...
In this paper we find existence results for elliptic and parabolic nonlinear variational inequaliti...
Abstract: It is classical the use of topological degree techniques to perform qualitative analysis i...
This paper deals with a new class of second order nonlinear differential variational inequalities. F...
We study the existence and uniqueness of periodic solutions for evolution equations. First we analy...
We present existence results for general variational inequalities without monotonicity or coercivit...
AbstractIn this paper, we study an extension of generalized variational inequalities studied by Fang...
In this paper, using the Brouwer topological degree, the authors prove an existence result for finit...
International audienceIn this paper, using the Brouwer topological degree, we prove an existence res...
This paper focuses on a part of the presentation given by the third author at the Shanghai Forum on ...
Existence theorems for the solution of two evolution unilateral second order problems,one Cauchy pro...
The existence and regularity properties of the solution of the periodic problem related to a second ...
The paper computes the Brouwer degree of some classes of homogeneous polynomials defined on quaterni...
Hereafter we shall analyse the existence and regularity properties of the solution of the periodic p...
In this article, we study a class of evolution variational inequalities with p(x,t)-growth conditio...
In this paper, a degree theory for finite dimensional generalized variational inequalities is built ...
In this paper we find existence results for elliptic and parabolic nonlinear variational inequaliti...
Abstract: It is classical the use of topological degree techniques to perform qualitative analysis i...
This paper deals with a new class of second order nonlinear differential variational inequalities. F...
We study the existence and uniqueness of periodic solutions for evolution equations. First we analy...
We present existence results for general variational inequalities without monotonicity or coercivit...
AbstractIn this paper, we study an extension of generalized variational inequalities studied by Fang...