摘要
在Banach空间中,运用辅助变分原理技巧,研究了一类广义集值混合隐似变分不等式的迭代算法,并且在局部松弛Lipschitz连续的条件下,证明了该迭代序列的强收敛性定理.
In Banach space,auxiliary variational principle was used to study iterative algorithm for a set of generalized set-valued mixed implicit variational-like inequality.And strong convergence theorem of iterative sequence was proved under the condition of partially relaxed Lipschitz continuity.
出处
《温州大学学报(自然科学版)》
2010年第2期11-15,共5页
Journal of Wenzhou University(Natural Science Edition)
关键词
广义集值混合隐似变分不等式
集值映射
松弛Lipschitz连续
Generalized Set-valued Mixed Implicit Variational-like Inequality
Set-valued Mapping
Relaxed Lipschitz Continuity