1) strongly pseudo-contractive mapping
强伪压缩映射
1.
In this paper,we establish the equivalence between the convergence of Mann iteration with errors with the convergence of Ishikawa iteration with errors,where T is an uniformly continuous strongly pseudo-contractive mapping.
建立了Mann迭代和带误差的Ishikawa迭代收敛于T的不动点的等价性,其中T是一致连续强伪压缩映射。
2.
The purpose of this paper is to study the convergence problem of Ishikawa and Mann iterative processes for a strongly pseudo-contractive mapping T without the Lipschitz condition by using a new approximation method.
应用新的逼近方法去研究在ISHIKAWA和MANN迭代过程下非LIPSCHITZ的强伪压缩映射的收敛性定理。
3) Lipschitz strongly pseudocontractive mappings
Lipschitz强伪压缩映射
5) Lipschitz Φ-strongly pseudocontractive maps
LipschitzΦ-强伪压缩映射
6) pseudocontractive mapping
伪压缩映射
1.
In this article, viscosity approximation methods for Lipschitz pseudocontractive mappings are studied.
研究了Lipschitz伪压缩映射的黏滞迭代方法。
补充资料：压缩映射原理
压缩映射原理
contracting -mapping principie
压缩映射原理[阴加‘飞一maPPing州ndpfe;“哪脚-川联or‘吻嫂.浦n钾IIu恤] 一个定理，断言完全度量空间(X，p)(或这样的空间的一个闭子集)到它自身的映射f的不动点(flxedpoint)的存在性与唯一性，如果对任何的x‘，x”，不等式 P(f(x‘)，f(x’‘))《宁试x‘，x’‘)(l)成立，这里q为某个固定的常数，O
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参考词条