Results 51 to 60 of about 127 (89)
Second order optimality conditions for bilevel set optimization problems
Approximate Jacobian, Approximate Hessian, Recession matrices, Bilevel optimization, Second order approximation, Necessary optimality conditions, Regularity condition, Set valued mappings, Support function, 90C29, 49J52, 90C30, 49K99,
N. Gadhi, S. Dempe
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Approximation Algorithms for Combinatorial Multicriteria Optimization Problems [PDF]
The computational complexity of combinatorial multiple objective programming problems is investigated. INP -completeness and #P -completeness results are presented.
Matthias Ehrgott +2 more
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PC Points and their Application to Vector Optimization [PDF]
AMS subject classification: 90C29, 90C48In this paper we present some results concerning stability under perturbations and some topological properties of minimal point sets in vector optimization.
Bednarczuk, Ewa, Song, Wen
core
In this paper it is introduced a new generalized pseudo-operation with one parameter of the following form: x ⊕ɛ y = h−1(h(x) + ɛh(y)), where h is an n vector-valued continuous function, defined on a subset H of ℝn and possessing an inverse function h−1,
Bobe Alexandru +2 more
doaj +1 more source
Set approach for set optimization with variable ordering structures [PDF]
This paper aims at combining variable ordering structures with set relations in set optimization, which have been defined using the constant ordering cone before.
Gabriele Eichfelder +3 more
core
Fréchet subdifferentials of efficient point multifunctions in parametric vector optimization
In this paper, we establish new formulae for computing and/or estimating the Fréchet subdifferential of the efficient point multifunction of a parametric vector optimization problem.
Jen-Chih Yao, Thai Chuong
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A Method for Solving a Class of Multiple-Criteria Analysis Problems [PDF]
AMS subject classification: 90C29.The paper proposes an interactive method solving the multiple criteria choice problem (MCCP) with a large number of discrete alternatives and a small number of quantitative criteria.
Vassilev, V., Kirilov, L., Genova, K.
core
Necessary optimality conditions for a bilevel optimization problem are given in the paper by Kohli (J Optim Theory Appl 152: 632–651, 2012). Recently, the same author corrected his results in the note (J Optim Theory Appl 181:706–707, 2019). In this work,
Nazih Abderrazzak Gadhi
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Solving Two-stage Quadratic Multiobjective Problems via Optimality and Relaxations [PDF]
Mathematics Subject Classification: 49K99; 65K10; 90C29; 90C46.This paper focuses on the study of robust two-stage quadratic multiobjective optimization problems.
Eberhard, A +4 more
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Interactive Bi-Level Multi-Objective Integer Non-linear Programming Problem [PDF]
This paper presents a bi-level multi-objective integer non-linear programming (BLMINP) problem with linear or non-linear constraints and an interactive algorithm for solving such model. At the first phase of the solution algorithm to avoid the complexity
O E Emam
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