首页 > 《高校应用数学学报：英文版（B辑）》 > 2003年1期 > BENSON PROPER EFFICIENCY IN THE NEARLY CONE—SUBCONVEXLIKE VECTOR OPTIMIZATION WITH SET—VALUED FUNCTIONS

BENSON PROPER EFFICIENCY IN THE NEARLY CONE—SUBCONVEXLIKE VECTOR OPTIMIZATION WITH SET—VALUED FUNCTIONS

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摘要 Somepropertiesofconvexconesareobtainedandareusedtoderiveseveralequivalentconditionsaswellasanotherimportantpropertyfornearlycone-subconvexlikeset-valuedfunctions.Undertheassumptionsofnearlycone-subconvexlikeness,aLagrangianmultipliertheoremonBensonproperefficiencyispresented.Relatedresultsaregeneralized.

DOI rdxww515jl/2076701

作者 XuYihong;LiuSanyang

机构地区不详

出处《高校应用数学学报：英文版（B辑）》 2003年1期

关键词 BENSON真有效性集值函数几乎锥-次类凸函数 Lagrange乘数定理凸锥向量优化

分类 [理学][基础数学]

出版日期 2003年01月11日（中国期刊网平台首次上网日期，不代表论文的发表时间）

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1Qiu-sheng Qiu. Henig Efficiency in Vector Optimization with Nearly Cone-subconvexlike Set-valued Functions.基础数学,2007-02.
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9G.A.Watson. ON VECTOR VALUED FUNCTION APPROXIMATION USING A PEAK NORM.基础数学,1996-02.
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来源期刊

高校应用数学学报：英文版（B辑）

高校应用数学学报：英文版（B辑）

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相关关键词

BENSON真有效性集值函数几乎锥-次类凸函数 Lagrange乘数定理凸锥向量优化

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