Set-valued optimization is a vibrant and expanding branch of applied mathematics that
deals with optimization problems where the objective map and/or the constraint maps are …

The continuous and increasing interest concerning vector optimization perceptible in the
research community, where contributions dealing with the theory of duality abound lately …

Page 1 VECTOR OPTIMIZATION Radu loan Bot Sorin-Mihai Grad Gert Wanka Duality in Vector
Optimization Springer Page 2 Vector Optimization Series Editor: Johannes Jahn University of …

The paper presents an analysis, characterizations and comparison of six commonly used
scalarization methods in multiobjective optimization. The properties of these methods are …

Our scientific collaboration began about 35 years ago, when both of us had just finished our
Ph. D. Theses. The first article which we submitted together dealt with a certain type of …

This paper deals with approximate (ε-efficient) solutions of vector optimization problems. We
introduce a new ε-efficiency concept which extends and unifies different approximate …

A faculty–course–time slot assignment problem is studied. The multiobjective 0-1 linear
programming model considering both the administration's and instructors' preferences is …

In this paper we focus on minimal points in linear spaces and minimal solutions of vector
optimization problems, where the preference relation is defined via an improvement set E …

Problems in set-valued optimization can be solved via set optimization. In this paper
optimality conditions are studied for set-valued maps with set optimization. Optimality …

In this paper, a new nonlinear scalarization function, which is a generalization of the
oriented distance function, is introduced. Some properties of the function are discussed …