Numerical Solutions of Higher Order Differential Equations via New Iterative Method

dc.contributor.authorKhadeejah James Audu
dc.date.accessioned2025-04-25T17:33:45Z
dc.date.issued2024-02-18
dc.descriptionA Conference Proceeding
dc.description.abstractHigher order differential equations play a fundamental role in various scientific and engineering disciplines, but their numerical solutions often pose formidable challenges. The New Iterative Method (NIM) has emerged as a promising technique for addressing these challenges. This study is to explore and assess the efficiency and accuracy of New Iterative Method in solving higher-order differential equations. By applying NIM to a range of problems from diverse scientific disciplines, we aim to provide insights into the method's adaptability and its potential to revolutionize numerical analysis. The method is well-suited for numerically integrating both and nonlinear higher-order differential equations. To showcase the efficiency and accuracy of this approach, some numerical tests have been conducted, comparing it to existing methods. The numerical results obtained from these tests strongly suggest that the new iterative scheme outperforms the previously employed method in estimating higher-order problems, thus confirming its convergence.
dc.description.sponsorshipSElf Funding
dc.identifier.citation34. Khadeejah James Audu. (2024). Numerical Solutions of Higher Order Differential Equations via New Iterative Method. Proceedings of International Conference on Mathematical Modelling Optimization and Analysis of Disease Dynamics (ICMMOADD) 2024.
dc.identifier.issnnil
dc.identifier.urihttp://repository.futminna.edu.ng:4000/handle/123456789/1064
dc.language.isoen
dc.publisherMaths Model Research Group, FUT, Minna, Nigeria
dc.subjectNew Iterative Method
dc.subjectHigher Order Differential Equations
dc.subjectNumerical Solutions
dc.subjectIterative Techniques
dc.subjectComputational Research.
dc.titleNumerical Solutions of Higher Order Differential Equations via New Iterative Method
dc.typeArticle

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