[LIBRO][B] Variational analysis and applications
BS Mordukhovich - 2018 - Springer
Boris S. Mordukhovich Page 1 Springer Monographs in Mathematics Boris S. Mordukhovich
Variational Analysis and Applications Page 2 Springer Monographs in Mathematics Editors-in-Chief …
Variational Analysis and Applications Page 2 Springer Monographs in Mathematics Editors-in-Chief …
[LIBRO][B] Scalarization and separation by translation invariant functions
C Tammer, P Weidner - 2020 - Springer
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 …
Ph. D. Theses. The first article which we submitted together dealt with a certain type of …
Ekeland, Takahashi and Caristi principles in preordered quasi-metric spaces
S Cobzaş - Quaestiones Mathematicae, 2023 - Taylor & Francis
We prove versions of Ekeland, Takahashi and Caristi principles in pre-ordered quasi-metric
spaces, the equivalence between these principles, as well as their equivalence to some …
spaces, the equivalence between these principles, as well as their equivalence to some …
Set order relations, set optimization, and Ekeland's variational principle
This chapter provides a brief survey on different kinds of set order relations which are used
to compare the objective values of set-valued maps and play a key role to study set …
to compare the objective values of set-valued maps and play a key role to study set …
On set-valued optimization problems with variable ordering structure
In this paper we introduce and investigate an optimality concept for set-valued optimization
problems with variable ordering structure. In our approach, the ordering structure is …
problems with variable ordering structure. In our approach, the ordering structure is …
Fixed points and variational principles with applications to capability theory of wellbeing via variational rationality
In this paper we first develop two new results of variational analysis. One is a fixed point
theorem for parametric dynamic systems in quasimetric spaces, which can also be …
theorem for parametric dynamic systems in quasimetric spaces, which can also be …
Fixed points and completeness in metric and generalized metric spaces
S Cobzaş - Journal of Mathematical Sciences, 2020 - Springer
The famous Banach contraction principle holds in complete metric spaces, but
completeness is not a necessary condition: there are incomplete metric spaces on which …
completeness is not a necessary condition: there are incomplete metric spaces on which …
Concepts for approximate solutions of vector optimization problems with variable order structures
B Soleimani, C Tammer - Vietnam Journal of Mathematics, 2014 - Springer
In this paper, we introduce the concepts for approximately minimal, approximately
nondominated solutions, and approximate minimizers of vector optimization problems with …
nondominated solutions, and approximate minimizers of vector optimization problems with …
Variational principles, completeness and the existence of traps in behavioral sciences
TQ Bao, S Cobzaş, A Soubeyran - Annals of Operations Research, 2018 - Springer
In this paper, driven by Behavioral applications to human dynamics, we consider the
characterization of completeness in pseudo-quasimetric spaces in term of a generalization …
characterization of completeness in pseudo-quasimetric spaces in term of a generalization …
A generalized proximal linearized algorithm for DC functions with application to the optimal size of the firm problem
The purpose of this paper is twofold. First, we examine convergence properties of an inexact
proximal point method with a quasi distance as a regularization term in order to find a critical …
proximal point method with a quasi distance as a regularization term in order to find a critical …