摘要
在Banach空间中,利用几类广义不变凸的概念,获得了一类向量优化问题的弱有效解的Kuhn-Tucker型充分条件,改进和推广了已有文献中的一些相应结果.
Using some concepts of generalized convexity in Banach spaces,the Kuhn-Tucker sufficient condition of weakly efficient solutions for a kind of vector optimization problems was obtained.The results improve and extend some of the existing results in the literature.
出处
《宜宾学院学报》
2014年第6期1-2,共2页
Journal of Yibin University
基金
教育部科学技术重点项目(211163)
西华师范大学校基金青年项目(11A030)
关键词
弱有效解
最优性充分条件
广义ρ-不变凸
广义ρ-伪不变凸
广义ρ-拟不变凸
weakly efficient solutions
sufficient optimality conditions
general ρ-inconvexity
general ρ-pseudo-inconvexity
ρ-quasi-inconvexity
