The latest study on the Fixed Point Theorem co-authored by 黑料网鈥檚 (AUN) Dr. Sirajo Yahaya, of the Department of Mathematics and Statistics, School of Arts and Sciences, and others researchers, titled 鈥淎 New Approach to Jaggi-Wardowski-Type Fixed Point Theorems鈥� has been published this January, 2024 by the 鈥淚ssues of Analysis 鈥淛ournal which is index by Scopus and Web of Science.
The study introduced the concept of Jaggi-type hybrid (G, 蠁, F)-contraction and proved some novel fixed point theorems that cannot be inferred from their cognate ones in both metric and quasi-metric spaces. A non-trivial example is also provided to support the assumptions forming the obtained theorems. The results are applied to obtain a new condition for the existence and uniqueness of a solution to a Fredholm-type integral equation.
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Reported by John Abah