In this paper, we discuss well-posedness for a generalized vector variational inequality
problem (GVVIP, in short) in the framework of topological vector spaces. Unlike in the …

In this paper, in order to characterize optimality of a class of nonconvex differentiable
multiobjective programming problems, we introduce two new types of vector variational-like …

In this paper, we provide a couple of solutions for the vector variational inequality problem,
adopting a topological approach. We consider here a more general framework, where X and …

In this paper, we discuss several variants of the η-generalized vector variational-like
inequality problem and provide existence theorems for their solutions via a topological …

The focus of this paper is to employ a new topological condition, based on admissibility of
the function space topology, to provide existence results for a generalized vector quasi …

In this paper, we are devoted to investigating the existence of the Generalized Vector Quasi-
Variational-Like Inequality Problem by using a new approach. Here we use admissibility of …

The notion of dual uniformity is introduced on UC (Y, Z), the uniform space of uniformly
continuous mappings between Y and Z, where (Y, V) and (Z, U) are two uniform spaces. It is …

Dual topology for the function space topologies for multifunctions are introduced and
investigated. It is found that a topology T on CM (Y, Z) is splitting (resp. admissible) if and …