超公制空间中的弱兼容映射和定点结果

Electronic journal of mathematical analysis and applications Pub Date : 2024-01-01 DOI:10.21608/ejmaa.2024.264470.1121

N. Hooda, Pardeep Kumar, Monika Sihag

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摘要

本研究论文的目的是通过使用弱兼容映射，在超度量空间中扩展 Karapinar 和 Khojasteh [13]、Karapinar 和 Fulga [12] 的结果。此外，还将 Jungck [10]、Das 和 Naik [6] 以及 Ciric [5] 在准收缩映射中的类似结果推广到超度量空间中。

本文章由计算机程序翻译，如有差异，请以英文原文为准。

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Weakly compatible maps and fixed point results in Super Metric Space

. The aim of this research paper is to extend the results of Karapinar and Khojasteh [13], Karapinar and Fulga [12] in super metric space by using weakly compatible mappings. Further, the analogue results of Jungck[10], Das and Naik [6], and Ciric [5] in quasi-contraction mappings are generalized in super metric space.

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Electronic journal of mathematical analysis and applications

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