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广义隐向量拟变分不等式解的存在性

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江南大学理学院,江苏无锡214122

应用数学
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国际标准刊号:ISSN 1001-9847
国内统一刊号:CN 42-1184

摘  要:

本文研究一类广义隐式向量拟变分不等式问题,利用Fan-Kakutani不动点定理证明其解存在,推广了相关的文献中的结论.[著者文摘]

implicit vector quasi—variational inequality;Multi—valued mapping;Generalized C—quasi—convexity CLC Number:O221 Document code:A AMS(2000)Subject Classification:90C46 Article ID:1001—9847(2007)04—0752—05 Vector variational inequality (VVI,for short) was introduced by Giannessi .It has wide applications in optimization theory[引.Generalized variational inequalities problem is an active fields in recent years[。~引.In this paper,we ......

文章出处:

《应用数学》-2007年20卷4期 -752-756页

Mathematica Applicata

分 类 号:

O221

文献标识码:

A

文章编号:

1001-9847(2007)04-0752-05

相关文章:

参考文献(10篇)  主题相关

[参考文献]

Existence of Solutions to Generalized Implicit Vector Quasi-Variationsl Inequalities

FANG Zheng(School of Science,Jiangnan University,Wuxi 214122,China) 

Abstract:

In this paper,we study a class of generalized implicit vector quasi-variational inequality problem,which contain vector implicit variational inequalities and generalized vector quasi-variational inequalities as special cases.By using the Fan-Kakutani fixed point theorem.we established existence result for generalized implicit vector quasi-variational inequality.[著者文摘]

Key words:

Generalized implicit vector quasi-variational inequality;Multi-valuedmapping;Generalized C-quasi-convexity

收稿日期: 2007-04-09
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