摘要
研究了Hilbert空间中一类广义集值拟变分不等式的迭代算法,证明了迭代序列强收敛于广义集值拟变分不等式的解,并给出了近似解的迭代算法,本文的结果推广和改进了文献[1,2]等的相关结果。
In this paper, we study an iterative scheme for a type generalized set - value quasi-variational inequalities in Hilbert spaces, prove that the iterative sequences converge strongly to asolution of the generalized variational inequalities, and present on iterated algorithm for approximation solutions of the inequalities. The results presented in this paper improve and extend the corresponding results in some articles （see [1,2]）.
出处
《贵州师范大学学报（自然科学版）》
CAS
2007年第2期65-67,共3页
Journal of Guizhou Normal University：Natural Sciences
基金
四川省高等教育教学改革工程人才培养质量和教学改革项目资助[2005]198
关键词
集值映射
拟交分不等式
迭代算法
投影算子
set - value mapping
quasi - variational inequality
iterated algorithm
projection operator
