Kurum Yazarı "Kasımbeyli, Refail" WoS İndeksli Yayınlar Koleksiyonu İçin Listeleme
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Augmented Lagrangian Based Solution Method for One-Dimensional Cutting Stock and Assortment Problem
Kasımbeyli, Nergiz; Sarac, Tuğba; Kasımbeyli, Refail (Baku State University, Inst Applied Mathematics, 2018)This paper is a continuation of the research on cutting problems given in [2]. The paper presents a mathematical model for a one-dimensional cutting stock and assortment problem and an augmented Lagrangian based solution ... -
An Augmented Lagrangian Relaxation Based Subgradient Approach to Aircraft Maintenance Routing Problem
Bülbül, K. gülnaz; Kasımbeyli, Refail (Baku State University, Inst Applied Mathematics, 2018)… -
Comparison of Some Scalarization Methods in Multiobjective Optimization: Comparison of Scalarization Methods
Kasımbeyli, Refail; Öztürk, Zehra Kamışlı; Kasımbeyli, Nergiz; Yalçın, Gülçin Dinç; Erdem, Banu Icmen (Malaysian Mathematical Sciences Soc, 2019)The paper presents an analysis, characterizations and comparison of six commonly used scalarization methods in multiobjective optimization. The properties of these methods are investigated with respect to the basic ... -
Conic Scalarization Method in Nonconvex Multi Objective Optimization
Kasımbeyli, Refail (Baku State University, Inst Applied Mathematics, 2018)… -
A coradiant based scalarization to characterize approximate solutions of vector optimization problems with variable ordering structures
Sayadi-bander, Abbas; Kasımbeyli, Refail; Pourkarimi, L. (Elsevier Science BV, 2017)This paper investigates some properties of approximate efficiency in variable ordering structures where the variable ordering structure is given by a special set valued map. We characterize epsilon-minimal and epsilon- ... -
Coradiant sets and -efficiency in multiobjective optimization
Sayadi-bander, Abbas; Pourkarimi, Latif; Kasımbeyli, Refail; Basirzadeh, Hadi (Springer, 2017)This paper studies -efficiency in multiobjective optimization by using the so-called coradiant sets. Motivated by the nonlinear separation property for cones, a similar separation property for coradiant sets is investigated. ... -
A generalization of a theorem of Arrow, Barankin and Blackwell to a nonconvex case
Kasımbeyli, Nergiz; Kasımbeyli, Refail; Mammadov, Musa (Taylor & Francis LTD, 2016)The paper presents a generalization of a known density theorem of Arrow, Barankin, and Blackwell for properly efficient points defined as support points of sets with respect to monotonically increasing sublinear functions. ... -
Hartley properly and super nondominated solutions in vector optimization with a variable ordering structure
Shahbeyk, Shokouh; Soleimani-damaneh, Majid; Kasımbeyli, Refail (Springer, 2018)In this paper, we introduce Hartley properly and super nondominated solutions in vector optimization with a variable ordering structure. We prove the connections between Benson properly nondominated, Hartley properly ... -
An incremental piecewise linear classifier based on polyhedral conic separation
Öztürk, Gürkan; Bagirov, Adil M.; Kasımbeyli, Refail (Springer, 2015)In this paper, a piecewise linear classifier based on polyhedral conic separation is developed. This classifier builds nonlinear boundaries between classes using polyhedral conic functions. Since the number of polyhedral ... -
New mathematical models for team formation of sports clubs before the match
Budak, Gercek; Kara, İmdat; Ic, Yusuf Tansel; Kasımbeyli, Refail (Springer, 2019)Coaches of sports clubs aim to form the team that optimally determines the roles of positions before the match. These types of decisions are referred to as the team formation problem, and they are critical for the sports ... -
A novel piecewise linear classifier based on polyhedral conic and max-min separabilities
Bagirov, Adil M.; Ugon, Julien; Webb, Dean; Öztürk, Gürkan; Kasımbeyli, Refail (Springer, 2013)In this paper, an algorithm for finding piecewise linear boundaries between pattern classes is developed. This algorithm consists of two main stages. In the first stage, a polyhedral conic set is used to identify data ... -
An overview of advances in combinatorial optimization related topics
Martello, Silvano; Weber, Gerhard-Wilhelm; Kasımbeyli, Refail (Taylor & Francis LTD, 2013)… -
Preface: Special issue of JOGO MEC EurOPT 2010-Izmir
Kasımbeyli, Refail; Mammadov, Musa; Dinçer, Cemali (Springer, 2013)… -
Properly optimal elements in vector optimization with variable ordering structures
Eichfelder, Gabriele; Kasımbeyli, Refail (Springer, 2014)In this paper, proper optimality concepts in vector optimization with variable ordering structures are introduced for the first time and characterization results via scalarizations are given. New type of scalarizing ... -
A Representation Theorem for Bishop-Phelps Cones
Kasımbeyli, Nergiz; Kasımbeyli, Refail (Yokohama Publishers, 2017)The paper presents a theorem for representation a given cone as a Bishop-Phelps cone in normed spaces and studies interior and separation properties for Bishop-Phelps cones. The representation theorem is formulated in the ... -
A sharp augmented Lagrangian-based method in constrained non-convex optimization
Bagirov, Adil M.; Öztürk, G.; Kasımbeyli, Refail (Taylor & Francis LTD, 2019)In this paper, a novel sharp Augmented Lagrangian-based global optimization method is developed for solving constrained non-convex optimization problems. The algorithm consists of outer and inner loops. At each inner ...