西南师范大学学报（自然科学版）
西南師範大學學報（自然科學版）
서남사범대학학보（자연과학판）
JOURNAL OF SOUTHWEST CHINA NORMAL UNIVERSITY
2009年
1期
28-34
,共7页
全广义非线性拟似变分包含%有限集值映射%Ishikawa型迭代算法%收敛
全廣義非線性擬似變分包含%有限集值映射%Ishikawa型迭代算法%收斂
전엄의비선성의사변분포함%유한집치영사%Ishikawa형질대산법%수렴
completely generalized nonlinear quasi-variational-like inclusions%finite set-valued mappings%Ishikawa type iterative algorithm%convergence
讨论了Banach空间中一类新的带有限集值映射的完全广义非线性拟似变分包含问题,提出了求其逼近解的Ishikawa型迭代算法,并证明了逼近解收敛于拟似变分包含问题的正解.
討論瞭Banach空間中一類新的帶有限集值映射的完全廣義非線性擬似變分包含問題,提齣瞭求其逼近解的Ishikawa型迭代算法,併證明瞭逼近解收斂于擬似變分包含問題的正解.
토론료Banach공간중일류신적대유한집치영사적완전엄의비선성의사변분포함문제,제출료구기핍근해적Ishikawa형질대산법,병증명료핍근해수렴우의사변분포함문제적정해.
The purpose of this paper considers a new class of completely generalized nonlinear quasi-variational-like inclusions in Banach spaces involving finite set-valued mappings and proposes an Ishikawa type iterative algorithm for computing their approximate solutions. The author proves the approximate solutions converge the exact solution of the quasi-variational-like inclusions.
