得到g - bi阴影作用的一些充分条件

Q4 Mathematics

International Journal of Nonlinear Analysis and Applications Pub Date : 2022-01-01 DOI:10.22075/IJNAA.2022.5652

M. H. O. Ajam, Iftichar M. T. Al-Shara’a

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引用次数: 0

摘要

本文通过研究(mathbb{G})-双阴影作用的充分条件，给出了度量(mathbb{G})-空间上(mathbb{G})-双阴影作用的一些例子。我们证明了(mathbb{G})-(lambda)-收缩动作，(mathbb{G})-(左(lambda,L右))textbf{-}收缩动作，以及(mathbb{G})- hardy - rogers收缩动作是(mathbb{G})-双阴影。

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Some of the sufficient conditions to get the G-Bi-shadowing action

The aim of this paper is introduced some examples of a (mathbb{G})-bi-shadowing actions on the metric (mathbb{G})-space, by study a sufficient conditions of actions to be (mathbb{G})-bi-shadowing. We show the (mathbb{G})-(lambda)-Contraction actions, (mathbb{G})-(left( lambda,L right))textbf{-}Contraction action, and (mathbb{G})-Hardy-Rogers contraction action are (mathbb{G})-bi-shadowing by proved some theorems.

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来源期刊

International Journal of Nonlinear Analysis and Applications MATHEMATICS-

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160