摘要
研究单调变分不等式问题求解的一个迭代方法．对任何初始点，方法通过求解强单调变分不等式子问题产生的迭代序列均收敛于问题的解．在适当条件下给出了方法的收敛率．
A iterative method for solving monotone variational inequality problems is proposed. By solving strongly monotone variational inequality subproblems, this method generates a iterative sequence which, for any starting point, convergents to a solution of the variational inequality problem. Under suitable conditions,the convergence the of the method is given.
出处
《云南大学学报（自然科学版）》
CAS
CSCD
1998年第S2期283-286,共4页
Journal of Yunnan University(Natural Sciences Edition)
关键词
变分不等式问题
迭代方法
收敛性
variational inequality problem, iterative method, convergence
