重庆工商大学学报（自然科学版）2016，Vol.33Issue(6)：47-50,4.DOI:10.16055/j.issn.1672-058X.2016.0006.010
一类广义凸集值优化的Henig真有效元∗
Henig P roper Efficiency of a Generalized Convex Set-valued Optimization P roblem
摘要
Abstract
In locally convex topological space, by applying the condition ( C ) which is weaker than the generalized slater constraint condition, we have studied the Lagrange type optimality condition for the Henig Proper Efficiency of the ic⁃cone⁃convexlike set⁃valued optimization problem. And meanwhile all the results obtained in this paper are proven under the conditions that the constraint cone needs not to have a closed convex bounded base.关键词
内部锥类凸/Henig真有效元/Lagrange型最优性条件Key words
ic-cone-convexlike/Henig Proper Efficiency/Lagrange type optimality condition分类
数理科学引用本文复制引用
王海英,符祖峰..一类广义凸集值优化的Henig真有效元∗[J].重庆工商大学学报（自然科学版）,2016,33(6):47-50,4.基金项目
国家自然科学青年基金资助项目（61304146）；贵州省科技厅、安顺市政府、安顺学院三方联合基金（黔科合J字LKA［2013］19号）． （）
