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Existence and Algorithm of Solutions for Generalized Mixed Implicit Quasi-Variational-Like Inequalities
作者姓名:胡润雪  张勇  张红龄
作者单位:[1]DepartmentofMathematics,LeshanNormalCollege,Leshan614000,China//DepartmentofComputationScience,ChengduUniversityofInformationTechnology,Chengdu610225,China [2]DepartmentofComputationScience,ChengduUniversityofInformationTechnology,Chengdu610225,China [3]DepartmentofAppliedMathematics,SouthwestJiaotongUniversity,Chengdu610031,China
基金项目:TheProjectofYoungSienceandResearchFundationofEducationCommitteeinSichuanProvince(No.2001L06).
摘    要:By applying the auxiliary variational principle technique, the existence of solutions for a new class of generalized mixed implicit quasi-variational-like inequalities and the convergence criteria of a new iterative algorithm to compute approximate solutions are proved in Hilbert spaces. The obtained result is a improvement over and generalization of the main theorem proposed by Ding.

关 键 词:辅助原则  间隙函数  迭代算法  准变化不等式  希尔伯特空间

Existence and Algorithm of Solutions for Generalized Mixed Implicit Quasi-Variational-Like Inequalities
Hu Runxue,Zhang Yong,ZHANG Hongling.Existence and Algorithm of Solutions for Generalized Mixed Implicit Quasi-Variational-Like Inequalities[J].Journal of Southwest Jiaotong University,2005,13(1):87-91.
Authors:Hu Runxue  Zhang Yong  ZHANG Hongling
Abstract:By applying the auxiliary variational principle technique, the existence of solutions for a new class of generalized mixed implicit quasi-variational-like inequalities and the convergence criteria of a new iterative algorithm to compute approximate solutions are proved in Hilbert spaces. The obtained result is a improvement over and generalization of the main theorem proposed by Ding.
Keywords:Generalized mixed implicit quasi-variational-like inequality  Auxiliary principle technique  Gap function  Iterative algorithm
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