Global Impact Journal: Advances in Mathematical Physics
https://arvinfomedia.com/myjournals/index.php/GIJAMP
<p><strong>Global Impact Journal: Advances in Mathematical Physics</strong> is a peer-reviewed journal dedicated to publishing high-quality original research articles, comprehensive reviews, and selected high-impact reprints in the field of mathematical physics. The journal seeks to advance the understanding of physical phenomena through rigorous mathematical methods, innovative theoretical frameworks, and interdisciplinary approaches. Emphasis is placed on work that provides exact solutions, analytical methods, computational models, or novel theoretical insights with broad relevance to physics, applied mathematics, and related sciences. By promoting methodological rigor, transparency, and reproducibility, the journal aims to facilitate the development of mathematical techniques that underpin current and emerging challenges in theoretical and applied physics.</p> <p>Published tri-annually, the journal is available in both print and electronic formats, ensuring wide accessibility to the research community.</p>en-USGlobal Impact Journal: Advances in Mathematical PhysicsNumerical Investigation of Fractional Third-Order Differential Equation Using Quartic B-Spline Functions
https://arvinfomedia.com/myjournals/index.php/GIJAMP/article/view/282
<p>Fractional calculus (FC) has become more popular during the past four decades due to its extensive applications in mathematics, physics, engineering, and statistics. B-spline functions offer flexible and incredibly precise approximations because of their piecewise polynomial structure and smoothness at knots. For a class of third-order conformable boundary value problems (BVPs), we develop approximation solutions using the quartic B-spline method. The conformable fractional derivative (CFD) is utilized to formulate fractional problems. More specifically, singularities are used to modify the category of conformable Lane Emden models. Three numerical examples are shown and examined to demonstrate the approach’s effectiveness. The numerical results are highly accurate and require less computational work, and they closely match the exact solutions.</p>Syeda Alishba BatoolMuhammad AbbasMadiha ShafiqY. S. HamedAsnake Birhanu
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2026-05-132026-05-131–131–13