Results 31 to 40 of about 91 (84)
Multiobjective optimization problem, Q-(pseudo)invex, Q-convexlike, Weakly efficient solution, Saddlepoint, KKT condition, Weak (strong, converse) duality, Lagrange function, 90C29, 90C46, 47J20,
Jia Chen, Jun Li, Jong Kim, Yeol Cho
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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
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B-arcwise connected function (BCN), Semi-infinite programming, Optimality condition, Duality, 90C34, 90C46, 26B25,
Qingxiang Zhang
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Duality and optimality conditions for generalized equilibrium problems involving DC functions
Equilibrium problems, Duality, Fenchel conjugation, DC functions, Variational inequalities, 49N15, 58E35, 90C26, 90C46,
N. Dinh, J. Strodiot, V. Nguyen
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Equivalent formulations of the gradient
Gradient, Quadratic envelope property, Zero derivative point, Optimality condition, 90C46, 26B05, 74P20,
Sanjo Zlobec
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Quadratic nonconvex optimization, Regularized Lagrangian, Strong duality, Quadratic constraints, Linear equality constraints, Trust-region problems, Alternative theorems, 90C26, 90C46, 90C20, 90C30,
V. Jeyakumar, Guoyin Li
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Unified Robust Necessary Optimality Conditions for Nonconvex Nonsmooth Uncertain Multiobjective Optimization. [PDF]
Wang J, Li S, Feng M.
europepmc +1 more source
A Stochastic Nash Equilibrium Problem for Medical Supply Competition. [PDF]
Fargetta G, Maugeri A, Scrimali L.
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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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Optimization of the difference of topical functions
In this paper, we first obtain some properties of topical (increasing and plus-homogeneous) functions in the framework of abstract convexity. Next, we use the Toland–Singer formula to characterize the dual problem for the difference of two topical ...
A. Doagooei, H. Mohebi
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