ANZIAM J.
45 (2003), 75-89
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A notion of local proper efficiency in the Borwein sense in vector optimisation
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V. Novo
Department of Applied Mathematics
UNED
Apartado 60149 (28080) Madrid
Spain
vnovo@ind.uned.es
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Abstract
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In this paper we define two types of proper
efficient solutions in the Borwein sense for
vector optimisation problems and we compare them
with the notions of local Borwein, Ishizuka-Tuan,
Kuhn-Tucker and strict efficiency. A sufficient
condition for a proper solution is also proved.
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