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Title
Author(s)
2-May-2006
Sensitivity analysis in linear semi-infinite programming: perturbing cost and right-hand-side coefficients
Goberna, Miguel A.
;
Gómez, Soraya
;
Guerra Vázquez, Francisco
;
Todorov, Maxim I.
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
On the stability of convex-valued mappings and their relative boundary and extreme point set mappings
Goberna, Miguel A.
;
Todorov, Maxim I.
;
Vera de Serio, Virginia N.
Oct-2007
Primal, dual and primal-dual partitions in continuous linear optimization
Goberna, Miguel A.
;
Todorov, Maxim I.
Feb-2006
On the stability of linear systems with an exact constraint set
Amaya, Jorge
;
Goberna, Miguel A.
2006
From linear to convex systems: consistency, Farkas' Lemma and applications
Dinh, Nguyen
;
Goberna, Miguel A.
;
López Cerdá, Marco A.
2007
Ill-posedness in continuous linear optimization via partitions of the space of parameters
Goberna, Miguel A.
;
Todorov, Maxim I.
2006
Excess information in parametric linear optimization
Goberna, Miguel A.
;
Jornet Pla, Valentín
;
Molina Vila, Mariola D.
Jan-2006
Dual characterizations of set containments with strict convex inequalities
Goberna, Miguel A.
;
Jeyakumar, Vaithilingam
;
Dinh, Nguyen
Mar-2006
Analyzing linear systems containing strict inequalities via evenly convex hulls
Goberna, Miguel A.
;
Rodríguez Álvarez, Margarita
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Author
25
López Cerdá, Marco A.
18
Dinh, Nguyen
18
Todorov, Maxim I.
14
Volle, Michel
11
Vera de Serio, Virginia N.
.
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Subject
13
Linear semi-infinite programming
13
Stability
12
Linear programming
8
Convex infinite programming
8
Linear inequality systems
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Date issued
14
2020 - 2023
40
2010 - 2019
23
2001 - 2009
Document type
77
Article
Language
75
English
2
Spanish
Center, unit or service
40
Universidad de Alicante. Departam...
37
Universidad de Alicante. Departam...
10
Universidad de las Américas Puebl...
3
Vietnam National University. Depa...
2
Ho Chi Minh City University of Pe...
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