A Note on the Guignard Constraint Qualification and the Guignard Regularity Condition in Vector Optimization - Applied Mathematics

AM > Vol.4 No.4, April 2013

Applied Mathematics

Volume 4, Issue 4 (April 2013)

ISSN Print: 2152-7385 ISSN Online: 2152-7393

Google-based Impact Factor: 0.96 Citations

A Note on the Guignard Constraint Qualification and the Guignard Regularity Condition in Vector Optimization ()

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DOI: 10.4236/am.2013.44101 5,351 Downloads 8,032 Views Citations

Author(s)

Giorgio Giorgi

Affiliation(s)

Faculty of Economics, University of Pavia, Via S. Felice, Pavia, Italy.

ABSTRACT

Some remarks are made on the use of the Abadie constraint qualification, the Guignard constraint qualifications and the Guignard regularity condition in obtaining weak and strong Kuhn-Tucker type optimality conditions in differentiable vector optimization problems.

KEYWORDS

Constraint Qualifications; Regularity Conditions; Optimality Conditions; Vector Optimization Problems

Share and Cite:

Giorgi, G. (2013) A Note on the Guignard Constraint Qualification and the Guignard Regularity Condition in Vector Optimization. Applied Mathematics, 4, 734-740. doi: 10.4236/am.2013.44101.

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