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A Lagrangian multiplier theorem of \(\varepsilon\)-weakly efficient solutions in vector optimization problems with set-valued maps - MaRDI portal

A Lagrangian multiplier theorem of \(\varepsilon\)-weakly efficient solutions in vector optimization problems with set-valued maps (Q2923992)

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scientific article; zbMATH DE number 6364519
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A Lagrangian multiplier theorem of \(\varepsilon\)-weakly efficient solutions in vector optimization problems with set-valued maps
scientific article; zbMATH DE number 6364519

    Statements

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    3 November 2014
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    vector optimization with set-valued maps
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    \(\varepsilon\)-weakly efficient solutions
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    Lagrange multiplier theorem
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    A Lagrangian multiplier theorem of \(\varepsilon\)-weakly efficient solutions in vector optimization problems with set-valued maps (English)
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