| 引用本文： |
-
李向有,张庆祥.(h,φ)不变凸多目标半无限规划的对偶性[J].广西科学,2011,18(2):136-139. [点击复制]
- LI Xiang-you,ZHANG Qing-xiang.Duality of Multiple-objective Semi-Infinite Programming with(h,φ) Invex Function[J].Guangxi Sciences,2011,18(2):136-139. [点击复制]
|
|
| 摘要: |
| 利用Ben-Tal广义代数运算,定义一类(h,φ)不变凸函数,在更弱的凸性下,得到此类非光滑(h,φ)多目标半无限规划的一些对偶性条件. |
| 关键词: (h,φ)不变凸函数 半无限规划 多目标 对偶性 广义代数运算 |
| DOI： |
| 投稿时间：2010-11-19 |
| 基金项目:陕西省教育厅专项科研基金项目(06JK154);延安大学科研基金项目(YDK2004-196)资助 |
|
| Duality of Multiple-objective Semi-Infinite Programming with(h,φ) Invex Function |
|
LI Xiang-you, ZHANG Qing-xiang
|
| (Institute of Mathematics and Computer Science of Yan'an University, Yan'an, Shanxi, 716000, China) |
| Abstract: |
| Based on Ben-Tal generalized algebraic operation, a class of (h, φ)invex function was defined, multiple-objective semi-infinite programming involving this kind of function was analyzed, and some important duality conditions were obtained under weker convexity. |
| Key words: (h,φ) invex function semi-infinite programming multiple-objective duality generalized algebraic operation |
