We introduce an iterative scheme by the viscosity approximate method for finding a common
element of the set of solutions of a variational inclusion with set-valued maximal monotone …

In this paper, we study the well-posedness in the generalized sense for variational inclusion
problems and variational disclusion problems, the well-posedness for optimization problems …

In this paper, we first obtain an existence theorem of the solutions for a variational relation
problem. An existence theorem for a variational inclusion problem, a KKM theorem and an …

In this paper, we study existence theorems of solutions for systems of variational inclusions
problems and systems of variational disclusions problems. From these existence results, we …

In this paper, using the Brouwer fixed point theorem, we establish a common fixed point
theorem for a family of set-valued mappings. As applications of this result we obtain …

The aim of this paper is to present an existence result of the simultaneous variational
relation problem. As applications of our result, we study the existence theorems of solution …

In this paper, we study the parametric set-valued equilibrium problems with equilibrium
constraints based on the comparison of objective values of set-valued maps by set order …

Given a nonempty convex subset X of a topological vector space and a real bifunction f
defined on X× X, the associated equilibrium problem consists in finding a point x 0∈ X such …

In this paper, a generalized strong vector quasi-equilibrium problem with set-valued
mapping and domination structure is presented, and under the condition of cone-continuity …

In this paper, we apply an existence theorem for the variational inclusion problem to study
the existence results for the variational intersection problems in Ekeland's sense and the …