Duality for inexact linear programming problemsFootnote^∗
^∗Supported by Fondecyt, under grants 194-05-40 and 196-11-01, Fundación Andes and Bourse Dépcaternentale-UCL 95-96

Jorge. Amaya Departamento de Ingenieria Matemática, Universidad de Chile, Casilla 170, Santiago, 3, Chile

Guy. De Ghellinck Département d'lngénierie Mathématique and CORE, Université Catholique de Louvain, 34, Voie du Roman Pays, Louvain-la-Neuve, 1348, Belgium

Abstract

We propose a notion of dual problem for the inexact linear programming problem in general form. Weak and strong duality relations are discussed

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^∗Supported by Fondecyt, under grants 194-05-40 and 196-11-01, Fundación Andes and Bourse Dépcaternentale-UCL 95-96

Notes

^∗Supported by Fondecyt, under grants 194-05-40 and 196-11-01, Fundación Andes and Bourse Dépcaternentale-UCL 95-96

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Duality for inexact linear programming problemsFootnote^∗
^∗Supported by Fondecyt, under grants 194-05-40 and 196-11-01, Fundación Andes and Bourse Dépcaternentale-UCL 95-96

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Duality for inexact linear programming problemsFootnote∗∗Supported by Fondecyt, under grants 194-05-40 and 196-11-01, Fundación Andes and Bourse Dépcaternentale-UCL 95-96

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Duality for inexact linear programming problemsFootnote^∗
^∗Supported by Fondecyt, under grants 194-05-40 and 196-11-01, Fundación Andes and Bourse Dépcaternentale-UCL 95-96