Results 131 to 140 of about 81,930 (160)

Optimality theorems for convex semidefinite vector optimization problems

Nonlinear Analysis: Theory, Methods & Applications, 2009
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Lee, Gue Myung, Lee, Kwang Baik
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On necessary optimality conditions in vector optimization problems

Journal of Optimization Theory and Applications, 1988
Necessary conditions of the multiplier rule type for vector optimization problems in Banach spaces are proved by using separation theorems and Lyusternik's theorem. The Pontryagin maximum principle for multiobjective control problems with state constraints is derived from these general conditions.
Khanh, P. Q., Nuong, T. H.
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Fuzzy necessary optimality conditions for vector optimization problems

Optimization, 2009
The primary aim of this article is to derive Lagrange multiplier rules for vector optimization problems using a non-convex separation technique and the concept of abstract subdifferential. Furthermore, we present a method of estimation of the norms of such multipliers in very general cases and for many particular subdifferentials.
Marius Durea, Christiane Tammer
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Vector Duality via Scalarization for Vector Optimization Problems

2014
As seen in Chap. 3, one can consider different minimality notions for sets and these can be employed in different situations in order to serve various purposes, among which one can find the theory of vector optimization. Solving a vector optimization problem amounts of determining its feasible elements where the value of its objective function ...
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C1,1 vector optimization problems and Riemann derivatives [PDF]

, 2002
In this paper we introduce a generalized second-order Riemann-type derivative for C 1,1 vector functions and use it to establish necessary and sufficient optimality conditions for vector optimization problems. We show that these conditions are stronger than those obtained by means of the second-order sub-differential in Clarke's sense, considered e.g ...
IVANOV, IVAN GINCHEV, GUERRAGGIO, ANGELO, ROCCA, MATTEO   +2 more
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Mapping transcriptomic vector fields of single cells

Cell, 2022
Xiaojie Qiu, Shayan Hosseinzadeh, Angela Pogson   +2 more
exaly  

Safety and immunogenicity of an rAd26 and rAd5 vector-based heterologous prime-boost COVID-19 vaccine in two formulations: two open, non-randomised phase 1/2 studies from Russia

Lancet, The, 2020
Denis Y Logunov, Inna V Dolzhikova, Amir I Tukhvatulin   +2 more
exaly  

Lentiviral vector gene therapies come of age with two FDA approvals

Nature Reviews Drug Discovery, 2022
exaly  

Arthropod-borne diseases: vector control in the genomics era

Nature Reviews Microbiology, 2005
Frank H Collins
exaly  

Vector Optimization Problems

2005
openaire   +1 more source