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Some notes on Ishikawa iteration for multi-valued mappings

机译:有关Ishikawa迭代的多值映射的一些说明

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In Shahzad and Zegeye [Nonlinear Anal. $f 71$ (2009), no. 3-4, 838--844], the authors introduced several Ishikawa iterative schemes for fixed points of multi-valued mappings in Banach spaces, and proved some strong convergence theorems by using their iterations. In their proofs of the main results, it seems reasonable and simpler to prove for the iteration ${x_n}$ to be a Cauchy sequence. In this paper, we modify and improve the proofs of the main results given by Shahzad and Zegeye. Two concrete examples also are given.
机译:在Shahzad和Zegeye [非线性肛门。 $ bf 71 $(2009),没有。 [3-4,838--844]中,作者介绍了针对Banach空间中多值映射的不动点的几种Ishikawa迭代方案,并通过使用其迭代证明了一些强收敛定理。在他们对主要结果的证明中,证明迭代$ {x_n } $为柯西序列似乎合理且简单。在本文中,我们修改和完善了Shahzad和Zegeye给出的主要结果的证明。还给出了两个具体示例。

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