AbstractAn existence theorem of Browder-Hartman-Stampacchia variational inequalities is extended to multi-valued monotone operators. Surjectivity for multi-valued monotone operators and properties of solution sets are discussed
[[abstract]]Existence results are developed for generalized variational inequalities. In addition, w...
Some results are obtained for non-compact cases in topological vector spaces for the existence probl...
AbstractWe utilize S. Park's maximal element theorem in this paper to prove the existence theorems o...
AbstractIn this paper, we derive the existence result for a new class of generalized multi-valued va...
We consider a general coercivity condition for multi-valued variational inequalities and show that t...
AbstractWe consider the solvability of generalized variational inequalities involving multivalued re...
We develop a degree theory for variational inequalities which contain multivalued (S$_+$)-perturbati...
AbstractIn this paper, two existence theorems of solutions for a kind of quasi-variational inequalit...
In this paper, we prove a range and existence theorem for multivalued pseudomonotone perturbations o...
This paper is about the existence of solutions of the following abstract quasi-variational inequalit...
We are concerned in this paper with variational inequalities of the form: {A(u), v-u)+(F(u),v-u)≥(L,...
We consider multi-valued variational inequalities defined on a Cartesian product of finite-dimension...
AbstractIn this paper, three new classes of generalized monotone operators are introduced: the relax...
AbstractThe purpose of this paper is to study the existence problem of solutions and perturbation pr...
The aim of this chapter is to become acquainted with multi-valued pseudomonotone operators and to pr...
[[abstract]]Existence results are developed for generalized variational inequalities. In addition, w...
Some results are obtained for non-compact cases in topological vector spaces for the existence probl...
AbstractWe utilize S. Park's maximal element theorem in this paper to prove the existence theorems o...
AbstractIn this paper, we derive the existence result for a new class of generalized multi-valued va...
We consider a general coercivity condition for multi-valued variational inequalities and show that t...
AbstractWe consider the solvability of generalized variational inequalities involving multivalued re...
We develop a degree theory for variational inequalities which contain multivalued (S$_+$)-perturbati...
AbstractIn this paper, two existence theorems of solutions for a kind of quasi-variational inequalit...
In this paper, we prove a range and existence theorem for multivalued pseudomonotone perturbations o...
This paper is about the existence of solutions of the following abstract quasi-variational inequalit...
We are concerned in this paper with variational inequalities of the form: {A(u), v-u)+(F(u),v-u)≥(L,...
We consider multi-valued variational inequalities defined on a Cartesian product of finite-dimension...
AbstractIn this paper, three new classes of generalized monotone operators are introduced: the relax...
AbstractThe purpose of this paper is to study the existence problem of solutions and perturbation pr...
The aim of this chapter is to become acquainted with multi-valued pseudomonotone operators and to pr...
[[abstract]]Existence results are developed for generalized variational inequalities. In addition, w...
Some results are obtained for non-compact cases in topological vector spaces for the existence probl...
AbstractWe utilize S. Park's maximal element theorem in this paper to prove the existence theorems o...
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