Existence and Uniqueness of Equivalence Class of Near-Coupled Coincidence Points in Partial Cone-Interval Metric Spaces
Sahar Mohamed Ali Abou Bakr; N. Faried; H. Abd El-Ghaffar; S. S. Solieman Almassri;
Abstract
This paper introduces a new type of space called partial cone-interval metric space, and explores some of its topological properties. Using a novel fixed-point technique, we investigate the existence and uniqueness of near-coupled coincidence points in this setting. We provide numerical examples to demonstrate the effectiveness of our approach.
Other data
| Title | Existence and Uniqueness of Equivalence Class of Near-Coupled Coincidence Points in Partial Cone-Interval Metric Spaces | Authors | Sahar Mohamed Ali Abou Bakr ; N. Faried; H. Abd El-Ghaffar; S. S. Solieman Almassri | Keywords | Null sets;Fixed-points;Coincidence points;Partial cone-interval;Metric spaces | Issue Date | 1-Sep-2023 | Journal | Applied Mathematics & Information Sciences | Volume | 17 | Issue | 5 | Start page | 1 | End page | 12 | DOI | dx.doi.org/10.18576/amis |
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| File | Description | Size | Format | Existing users please Login |
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| Appl Math Inf Sci Journal 230728 171928 Exestence and uniqueness.pdf | 835.87 kB | Adobe PDF | Request a copy |
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