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

CMS/CAIMS Books in Mathematics is a collection of monographs and graduatelevel
textbooks published in cooperation jointly with the Canadian Mathematical Society-Societé …

In this paper we study a set optimization problem (SOP), ie we minimize a set-valued
objective map F, which takes values on a real linear space Y equipped with a pre-order …

The theory of Vector Optimization is developed by a systematic usage of infimum and
supremum. In order to get existence and appropriate properties of the infimum, the image …

Recent developments in set optimization are surveyed and extended including various set
relations as well as fundamental constructions of a convex analysis for set-and vector …

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 the well-posedness property in the setting of set optimization
problems. By using a notion of well-posed set optimization problem due to Zhang et …

This paper focuses on characterizations via scalarization of several kinds of minimal
solutions of set-valued optimization problems, where the objective values are compared …

There is an abundant literature on various problems of multiobjective opti hyphen mization
period One of the first work in modern variational theory for such problems was done by …

In the framework of normed spaces ordered by a convex cone not necessarily solid, we
consider two set scalarization functions of type sup-inf, which are extensions of the oriented …