复值矩形扩展$b$-度量空间的不动点结果及其应用

Mathematical Analysis and Convex Optimization Pub Date : 2020-12-01 DOI:10.29252/MACO.1.2.11

S. Mohammed, N. Ullah

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引用次数: 3

摘要

．本文建立了复值矩形扩展b -度量空间框架中的两个新的不动点结果。作为特例，我们的结果包括一些在相应文献中知名的结果。我们提供了一个非平凡的例子和Fredholm型积分方程的存在性定理来支持我们的断言，并表明本文给出的结果的可用性。

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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Fixed Point Results in Complex Valued Rectangular Extended $b$-Metric Spaces with Applications

. In this article, two new fixed point results in the framework of complex-valued rectangular extended b -metric space are established. Our results include as special cases, some well-known results in the corresponding literature. We provide nontrivial examples and an existence theorem of a Fredholm type integral equation to support our assertions and to indicate a usability of the results presented herein.

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Mathematical Analysis and Convex Optimization

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