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用二阶切导数刻画集值优化ε-严有效元

ε-Strictly Efficient Element of Set-valued Optimization with Second-order Contingent Derivatives
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摘要 在实赋范空间中利用集值映射的二阶导数,建立了无约束的集值优化问题ε-严有效元的二阶切导数的必要最优性条件。 In real normed spaces, by applying the second - order derivatives of set - valued map, the second - order contingent derivatives necessary optimality condition for unconstrained set -valued optimization is established in the sense of ε - strictly efficient element.
出处 《宜春学院学报》 2015年第6期33-34,共2页 Journal of Yichun University
基金 江西省教育厅科技项目(GJJ13696)
关键词 ε-严有效元 二阶Contingent切导数 必要条件 最优性条件 ε - strictly Efficient Element Second -order Contingent Derivatives Necessary Condition Optimality Condition
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