摘要
引入和研究Hilbert空间中一类新的广义非线性隐拟变分包含,并用隐预解算子技巧分析了其解的灵敏性。
In this paper,the authors introduce and study a class of new generalized nonlinear implicit quasivariational inclusions in Hilbert spaces,and use the implicit resolvent operator technique to study the sensitivity analysis for them.
出处
《延安大学学报（自然科学版）》
2003年第1期17-20,共4页
Journal of Yan'an University：Natural Science Edition
关键词
广义非线性隐拟变分包含
松驰
Lipschitz映角
灵敏性分析
隐预解算子
非线性映象
generalized nonlinear implicit quasi－variational inclusion
relaxed Lipschitz mapping
sensitivity analysis
implicit resolvent operator
nonlinear mapping
