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https://repositori.mypolycc.edu.my/jspui/handle/123456789/10440| Tajuk: | A METHODOLOGY OF HYBRID FIXED POINT THEOREMS FOR SOLVING FREDHOLM-VOLTERRA INTEGRAL EQUATIONS |
| Pengarang: | Mohammed Shehu Shagaria Olochea, Paul Maha Noorwalib Irshad Ayoobc Nabil Mlaiki |
| Kata kunci: | Fixed point Metric space Θ-contraction Nonlinear integral equation Volterra-Fredholm integral |
| Tarikh diterbit: | 5-Sep-2025 |
| Penerbit: | ISR PUBLICATION |
| Siri / Laporan No.: | Journal of Mathematics and Computer Science;41(2026),334-346 |
| Abstrak: | This paper studies a new notion of Jaggi-type hybrid (θ-ϕ)-contraction and demonstrates its roles in proving fixed point theorems within the context of a generalized metric space. We prove, using comparative examples that under special instances, the ideas presented herein can be reduced to some known results in the existing literature. To show a possible application of our main contractive inequality, iterative methods are developed for addressing the existence of solutions to a class of mixed nonlinear fixed point problems involving Volterra-Fredholm integral equation. |
| URI: | https://repositori.mypolycc.edu.my/jspui/handle/123456789/10440 |
| ISSN: | doi: 10.22436/jmcs.041.03.04 2008-949X |
| Muncul dalam Koleksi: | JABATAN MATEMATIK, SAINS DAN KOMPUTER |
| Fail | Penerangan | Saiz | Format | |
|---|---|---|---|---|
| A METHODOLOGY OF HYBRID FIXED POINT THEOREMS FOR SOLVING.pdf | 483.61 kB | Adobe PDF |  Lihat/buka |
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