In this paper, we establish multiobjective approximategradientprojection (MAGP) and linear multiobjective approximategradientprojection (LMAGP) sequential optimality conditions without constraint qualification for...
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In this paper, we establish multiobjective approximategradientprojection (MAGP) and linear multiobjective approximategradientprojection (LMAGP) sequential optimality conditions without constraint qualification for multiobjective constrained optimization problems. Further, we introduce constraint qualifications under which a point that satisfies established optimality conditions also satisfies Karush-Kuhn-Tucker optimality conditions. Such constraint qualifications are called strict constraint qualifications. We discuss the relationship between introduced constraint qualifications and validate it by suitable examples. (c) 2022 Elsevier B.V. All rights reserved.
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