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<p>At the outset, this study explores sufficient criteria ensuring that a feasible point is weak efficient in a multi-objective bilevel programming problem (MOBLPP) under generalized convex functions using the concept of tangential subdifferential. Thereafter, via tangential subdifferentials, dual models of Wolfe as well as Mond-Weir-type are linked to the aforementioned problem, and various duality outcomes are obtained.</p>

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Sufficiency and duality in a multi-objective bilevel programming model

  • 期刊论文

  • 发表日期：

    2026年1月29日

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  • Bhawna Kohli

摘要

At the outset, this study explores sufficient criteria ensuring that a feasible point is weak efficient in a multi-objective bilevel programming problem (MOBLPP) under generalized convex functions using the concept of tangential subdifferential. Thereafter, via tangential subdifferentials, dual models of Wolfe as well as Mond-Weir-type are linked to the aforementioned problem, and various duality outcomes are obtained.