应用数学
應用數學
응용수학
MATHEMATICA APPLICATA
2011年
3期
540-547
,共8页
渐近非扩张非自身映射%Kadec-Klee性质%Opial条件%一致凸Banach空间%公共不动点
漸近非擴張非自身映射%Kadec-Klee性質%Opial條件%一緻凸Banach空間%公共不動點
점근비확장비자신영사%Kadec-Klee성질%Opial조건%일치철Banach공간%공공불동점
Asymptotically nonexpansive nonself mapping%Kadec-Klee property%Opial's condition%Uniformly convex Banach space%Common fixed point
本文主要对三个渐近非扩张非自身映射引入了一种新的投影型Noor迭代程序,并在一致凸Banach空间中给出了该Noor迭代序列的弱与强收敛性定理.我们的主要结果推广和改进了该领域许多近期的结果.
本文主要對三箇漸近非擴張非自身映射引入瞭一種新的投影型Noor迭代程序,併在一緻凸Banach空間中給齣瞭該Noor迭代序列的弱與彊收斂性定理.我們的主要結果推廣和改進瞭該領域許多近期的結果.
본문주요대삼개점근비확장비자신영사인입료일충신적투영형Noor질대정서,병재일치철Banach공간중급출료해Noor질대서렬적약여강수렴성정리.아문적주요결과추엄화개진료해영역허다근기적결과.
In this paper,we introduce a new projection type Noor iterative scheme for three asymptotically nonexpansive nonself mappings.Weak and strong convergence theorems are established for this new Noor iterative scheme in a uniformly convex Banach space.The results obtained in this paper extend and improve many recent results in this area.