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Viscosity method for hierarchical fixed point and variational inequalities with applications 被引量:1
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作者 张石生 王雄瑞 +1 位作者 H.W.J.LEE 陈志坚 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2011年第2期241-250,共10页
A viscosity method for a hierarchical fixed point solving variational inequality problems is presented. The method is used to solve variational inequalities, where the involved mappings are non-expansive. Solutions ar... A viscosity method for a hierarchical fixed point solving variational inequality problems is presented. The method is used to solve variational inequalities, where the involved mappings are non-expansive. Solutions are sought in the set of the fixed points of another non-expansive mapping. As applications, we use the results to study problems of the monotone variational inequality, the convex programming, the hierarchical minimization, and the quadratic minimization over fixed point sets. 展开更多
关键词 hierarchical fixed point non-expansive mapping fixed point viscosity approximation hierarchical minimization
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