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Optimality Conditions and Lagrange Duality for Vector Extremum Problems with Set Constraint |
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| Authors: | Z. M. Li M. H. Zhan |
| Affiliation: | (1) Institute of Mathematics and Physics, Chongqing University, Chongqing, China |
| Abstract: | The necessary and sufficient optimality conditions for vector extremum problems with set constraint in an ordered linear topological space are given. Finally, Lagrange duality is established. |
| Keywords: | Set constraints Vector extremum problems Optimality conditions Lagrange duality Feasible directions G-differentials Subconvexlike mappings Theorems of the alternative |
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