In the context of vector optimization for functions with values in an ordered topological vector space, we give a result for the existence of global minima. Moreover, we find a set of conditions ensuring the convergence of minimal points and minimal values. More general assumptions are excluded by several counterexamples.
Existence and Convergence of Pareto Minima
ROSSI, ANNA
2006-01-01
Abstract
In the context of vector optimization for functions with values in an ordered topological vector space, we give a result for the existence of global minima. Moreover, we find a set of conditions ensuring the convergence of minimal points and minimal values. More general assumptions are excluded by several counterexamples.File in questo prodotto:
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