摘要
对局部Lipschitz函数引进了广义凸性的概念,并在广义凸性下讨论了一类不可微规划的Kuhn- Tucker充分条件及其Mond- weir型对偶的各种对偶定理.
The concepts of generalized B-invex functions, generalized pseudo-B-invex functions and quasi-B-invex functions are proposed, and the sufficiency of Kuhn-Tucker condition and the dual theories on non-smooth programming under the generalized convexity conditions are discussed.
出处
《石油大学学报（自然科学版）》
CSCD
1996年第4期99-101,共3页
Journal of the University of Petroleum,China(Edition of Natural Science)
基金
石油大学校基金资助项目.
关键词
不可微函数
规划
凸性
对偶理论
Non-differentiable function
Programming
Convexity
Dual theory
