论文标题
在均匀凸出双曲线空间中构造渐近的非专用映射的固定点
Construction of fixed points of asymptotically nonexpansive mappings in uniformly convex hyperbolic spaces
论文作者
论文摘要
Kohlenbach和Leustean在2010年表明，对有限的非空的$ UCW $ -YPERBOLIC SPACE的任何渐近无用的自我映射都具有固定点。在本文中，我们适应了由于Moloney引起的结构，以提供一个序列，该序列强烈收敛到这样的固定点。
Kohlenbach and Leustean have shown in 2010 that any asymptotically nonexpansive self-mapping of a bounded nonempty $UCW$-hyperbolic space has a fixed point. In this paper, we adapt a construction due to Moloney in order to provide a sequence that converges strongly to such a fixed point.
