一类不可微多目标规划的 Kuhn-Tucker 充分条件 SUFFICIENCY OF KUHN TUCKER CONDITIONS IN A CLASS OF NON SMOOTH MULTI_OBJECTIVE PROGRAMMING期刊界 All Journals 搜尽天下杂志传播学术成果专业期刊搜索期刊信息化学术搜索

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一类不可微多目标规划的 Kuhn-Tucker 充分条件

引用本文：	孙清滢,江兆林,杨耕文.一类不可微多目标规划的 Kuhn-Tucker 充分条件[J].中国石油大学学报(自然科学版),1997(3).

作者姓名：	孙清滢江兆林杨耕文

作者单位：	石油大学应用数学系(孙清滢)，临沂师专(江兆林)，洛阳大学(杨耕文)

摘要：	对局部Ｌｉｐｓｃｈｉｔｚ函数引进了广义凸性的概念，讨论了一类不可微多目标规划的ＫｕｈｎＴｕｃｋｅｒ最优充分性条件．
关键词：	不可微多目标规划 KuhnTucker条件有效解弱有效解
SUFFICIENCY OF KUHN TUCKER CONDITIONS IN A CLASS OF NON SMOOTH MULTI_OBJECTIVE PROGRAMMING

Sun Qingying,Jiang Zhaolin,Yang Gengwen.SUFFICIENCY OF KUHN TUCKER CONDITIONS IN A CLASS OF NON SMOOTH MULTI_OBJECTIVE PROGRAMMING[J].Journal of China University of Petroleum,1997(3).

Authors:	Sun Qingying Jiang Zhaolin Yang Gengwen

Abstract:	In this paper, the concepts of generalized B invex functions and generalized pseudo B invex functions are given. The sufficiency of kuhn tucker conditions for a class of non_smooth multi_objective programming under the generalized convexity conditions is discussed.

Keywords:	Nonsmooth multiobjective programming Kuhn Tucker conditions Efficient solutions Weak efficient solutions
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