In this paper, we employ the image space analysis to study constrained inverse vector
variational inequalities. First, sufficient and necessary optimality conditions for constrained …

In this paper, we introduce Stampacchia-type inverted vector variational inequalities and
Minty-type inverted vector variational inequalities and discuss Minty lemma for the …

In this paper, we establish some existence results of the solutions for several multivalued
variational inequalities involving elements belonging to a class of operators that was …

In this paper, we employ the image space analysis to study constrained inverse variational
inequalities by means of a nonlinear separation approach. We introduce such a nonlinear …

In this paper we provide some new sufficient conditions that ensure the existence of the
solution of a weak vector equilibrium problem in Hausdorff topological vector spaces …

In this paper, by using a simple technique, we obtain several existence results of the
solutions for general variational inequalities of Stampacchia type. We also show, that the …

arXiv:1310.7636v2 [math.FA] 20 Mar 2014 Page 1 arXiv:1310.7636v2 [math.FA] 20 Mar
2014 APPLICATIONS OF GENERAL VARIATIONAL INEQUALITIES TO COINCIDENCE …

In this paper we introduce a new semicontinuity notion, which is weaker than upper
semicontinuity, and assures the closedness of the sets $ G (y)=\{x\in K: f (x, y)\not\in-\inte C\} …

In this paper we provide sufficient conditions that ensure the existence of the solution of a
perturbed strong vector equilibrium problem, that is, the strong vector equilibrium problem …

In this paper we provide sufficient conditions that ensure the existence of the solution of a
strong vector equilibrium problem governed by a trifunction, in Hausdorff topological vector …