Duality results for interval-valued pseudoconvex optimization problem with equilibrium constraints with applications (Q2178574)
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| English | Duality results for interval-valued pseudoconvex optimization problem with equilibrium constraints with applications |
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Duality results for interval-valued pseudoconvex optimization problem with equilibrium constraints with applications (English)
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11 May 2020
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Wolfe and Mond-Weir dual problems for interval-valued pseudoconvex optimization problem with equilibrium constraints are proposed, and weak and strong duality results for them are provided by means of contingent epiderivatives. An application involving GA-stationary vectors to this kind of interval-valued pseudoconvex optimization problems is given, too, while some examples illustrate the theoretical results.
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interval-valued pseudoconvex optimization problem with equilibrium constraints
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Wolfe type dual
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Mond-Weir type dual
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optimality conditions
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subdifferentials
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pseudoconvex functions
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