四川师范大学学报（自然科学版）
四川師範大學學報（自然科學版）
사천사범대학학보（자연과학판）
JOURNAL OF SICHUAN NORMAL UNIVERSITY(NATURAL SCIENCE)
2012年
3期
430-434
,共5页
分离变分不等式%Levitin-Polyak-α适定性%度量性质
分離變分不等式%Levitin-Polyak-α適定性%度量性質
분리변분불등식%Levitin-Polyak-α괄정성%도량성질
split variational inequality%Levitin-Polyak α-well-posedness%metric characterization
首先在Banach空间中给出了分离变分不等式的Levitin - Polyak -α适定性的概念.然后讨论了分离变分不等式解集的等价表述.最后,给出了分离变分不等式的Levitin - Polyak -α适定性的Furi - Vignoli型度量刻画.
首先在Banach空間中給齣瞭分離變分不等式的Levitin - Polyak -α適定性的概唸.然後討論瞭分離變分不等式解集的等價錶述.最後,給齣瞭分離變分不等式的Levitin - Polyak -α適定性的Furi - Vignoli型度量刻畫.
수선재Banach공간중급출료분리변분불등식적Levitin - Polyak -α괄정성적개념.연후토론료분리변분불등식해집적등개표술.최후,급출료분리변분불등식적Levitin - Polyak -α괄정성적Furi - Vignoli형도량각화.
In this paper,we generalize the concept of Levitin-Polyak α-well-posedness to a split variational inequality in Banach space.We study the equivalent statements of the solution set of split variational inequality.We also give some characterizations of Levitin-Polyak α-well-posedness for a split variational inequality.
