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Laboratorio de Optimización (LOPT)
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Title
Author(s)
20-Jun-2007
New Farkas-type constraint qualifications in convex infinite programming
Dinh, Nguyen
;
Goberna, Miguel A.
;
López Cerdá, Marco A.
;
Son, Ta Quang
2006
From linear to convex systems: consistency, Farkas' Lemma and applications
Dinh, Nguyen
;
Goberna, Miguel A.
;
López Cerdá, Marco A.
2014
Primal Attainment in Convex Infinite Optimization Duality
Goberna, Miguel A.
;
López Cerdá, Marco A.
;
Volle, Michel
2-Jul-2017
Modified Lagrangian duality for the supremum of convex functions
Goberna, Miguel A.
;
López Cerdá, Marco A.
;
Volle, Michel
Sep-2015
New glimpses on convex infinite optimization duality
Goberna, Miguel A.
;
López Cerdá, Marco A.
;
Volle, Michel
7-Feb-2022
Relaxed Lagrangian duality in convex infinite optimization: reducibility and strong duality
Dinh, Nguyen
;
Goberna, Miguel A.
;
López Cerdá, Marco A.
;
Volle, Michel
1-Apr-2022
Relaxed Lagrangian duality in convex infinite optimization: Reverse strong duality and optimality
Dinh, Nguyen
;
Goberna, Miguel A.
;
López Cerdá, Marco A.
;
Volle, Michel
13-Mar-2022
Duality for convex infinite optimization on linear spaces
Goberna, Miguel A.
;
Volle, Michel
Discover
Author
7
López Cerdá, Marco A.
6
Volle, Michel
4
Dinh, Nguyen
1
Son, Ta Quang
Subject
3
Haar duality
3
Lagrangian duality
2
Constraint qualifications
2
Duality
1
Converse strong duality
.
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Date issued
3
2020 - 2022
3
2010 - 2019
2
2006 - 2009
Document type
8
Article
Language
8
English
Center, unit or service
5
Universidad de Alicante. Departam...
3
Universidad de Alicante. Departam...
1
Ho Chi Minh City University of Pe...
1
Nha Trang College of Education
1
Vietnam National University. Depa...
.
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