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Fritz-John type optimality conditions for weak efficient solutions of vector equilibrium problems with constraints in terms of contingent epiderivatives
2015
Applied Mathematical Sciences
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In this paper, Fritz-John type optimality conditions for weak efficient solutions in terms of contingent epiderivatives of vector variational inequalities and vector optimization problems with constraints are derived. Under assumptions on quasiconvexity of scalar functions, Fritz-John type necessary optimality conditions become Fritz-John type sufficient optimality conditions. Mathematics Subject Classification: 90C46, 90C29 Keywords: Fritz-John type necessary and sufficient optimality
doi:10.12988/ams.2015.59590
fatcat:4gzmrt4khrhxrdyg64b7u622fq