Bangmod International Journal of Mathematical and Computational Science
https://bangmodjmcs.com/index.php/bangmodmcs
<p><strong>Bangmod</strong> International <strong>J</strong>ournal of<strong> Mathematical and Computational Science (<em>Bangmod J-MCS</em>) : ISSN: 2408-154X (print), ISSN: 3057-0557 (online), </strong>publishes high-quality and original research at the intersection of mathematics, applied mathematics, and computational science. Articles are available in hard copy under copyrighted by The <strong>T</strong>heoretical <strong>a</strong>nd <strong>C</strong>omputational <strong>S</strong>cience (<strong>TaCS</strong>) Center since 2015 ( now named as TaCS-Center of Excellence in 2021), Faculty of Science, King Mongkut’s University of Technology Thonburi (KMUTT), Thailand. Accepted papers will be published online in their final form as a <strong><em>Bangmod J-MCS</em></strong> formatted PDF and will be published annually. The publication is free of charge. </p> <p>A manuscript to submitting <strong>Bangmod J-MCS</strong> must be written on one side of the paper preferably by <em><strong>Using LaTex software</strong></em>, (please use this <a href="https://drive.google.com/drive/folders/1I1qsvY8YkDNO5vcHdaNfFCuv9HLn615E?usp=sharing" target="_blank" rel="noopener"><strong>Bangmod J-MCS</strong> <strong>Template</strong></a> and PDF Bangmod J-MCS template), see more in the MANUSCRIPT SUBMISSION AND AUTHOR GUIDELINES section. Only papers submitted in English will be considered for publication.</p> <p><strong>Cover to Cover Reviewed/ Indexed </strong>in <strong><a title="Scopus" href="https://www.scopus.com/sourceid/21101242571?origin=resultslist" target="_blank" rel="noopener">Scopus</a> (</strong>https://www.scopus.com/sourceid/21101242571?origin=resultslist)</p>Bangmod J-MCSen-USBangmod International Journal of Mathematical and Computational Science2408-154XThe Hybrid Steepest Descent Method with Implicit Double Midpoint for Solving Variational Inequality over Triple Hierarchical Problems
https://bangmodjmcs.com/index.php/bangmodmcs/article/view/131
<p>Because of the importance of the variational inequality problem that related to many other problems in various branches of science and engineering, it becomes one of the most popular topics which many researchers pay deeply attention to study on the way to solve and the way to apply. In this research, we study the monotone variational inequality over triple hierarchical problem. We propose a new implicit algorithm to find the solution with the strong convergence theorem which is proved and applied to guarantee its solution under some weak assumptions. Our results enhance those of Xu et al., Ke and Ma, Dhakal and Wutiphol and many other authors.</p>Sangkhae SuwansoontornWinate SanhanThanyarat JitpeeraChirasak Mongkolkeha
Copyright (c) 2025 Bangmod International Journal of Mathematical and Computational Science
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2025-01-252025-01-251112210.58715/bangmodjmcs.2025.11.1A Two-Step Inertial CQ Method for Split Feasibility Problems with Applications
https://bangmodjmcs.com/index.php/bangmodmcs/article/view/125
<p>This paper introduces an algorithm for approximating solutions of split feasibility problems by employing a two-step inertial acceleration strategy along with a self-adaptive step size. This combination enhances the convergence rate and reduces computational complexity of the proposed algorithm. The nonasymptotic O(1/t) convergence rate and global convergence of the proposed method are established within the context of Euclidean spaces. The algorithm is extended to handle multiple set split feasibility problems, and a sensitivity analysis is conducted to identify optimal inertial parameter choices. Additionally, the algorithm is applied to the LASSO problem. Comparative evaluations with various algorithms from existing literature showcase the superior performance of the proposed algorithm.</p>Abubakar AdamuGrace Nnennaya OgwoChibueze Christain OkekeBertin Zinsou
Copyright (c) 2025 Bangmod International Journal of Mathematical and Computational Science
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2025-03-072025-03-0711235010.58715/bangmodjmcs.2025.11.2The Plethystic Exponentials Created in Certain Domains of the Complex Plane and Related Implications
https://bangmodjmcs.com/index.php/bangmodmcs/article/view/119
<p>The primary aim of this scientific investigation is to introduce basic information about plethystic exponential forms, which play significant roles in both mathematics and related fields. It then aims to reorganize these concepts within specific regions of the complex plane, focus on new complex ideas, and present various propositions, along with their implications and potential applications, for consideration by relevant researchers.</p>H¨useyin IrmakPraveen AgarwalShilpi Jain
Copyright (c) 2025 Bangmod International Journal of Mathematical and Computational Science
https://creativecommons.org/licenses/by-nc-nd/4.0
2025-03-192025-03-1911516210.58715/bangmodjmcs.2025.11.3