Establishes relationships between sets of properly efficient solutions for constrained and unconstrained vector optimization problems via vectorial penalization under cone convexity assumptions.
On Some Methods to Derive Necessary and Sufficient Optimality Conditions in Vector Optimization
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Proper efficiency results in vector optimisation in real linear-topological spaces based on vectorial penalisation
Establishes relationships between sets of properly efficient solutions for constrained and unconstrained vector optimization problems via vectorial penalization under cone convexity assumptions.