Collection

Engineering: Mathematical Modeling and Sustainable ‎Development

This Topical Collection aims to explore the intersection of mathematical modeling, sustainable development, and the challenges and solutions. Rapid technological advancements and the increasing need for sustainability have created complex problems that require innovative mathematical modeling approaches to address them. This Topical Collection welcomes high-quality research papers that demonstrate the application of mathematical modeling in various domains, including but not limited to finance and economics, data science and machine learning, artificial intelligence, cyber security, Internet of Things (IoT)‎, cryptography and information security, and biomathematics. The goal is to showcase how mathematical modeling can contribute to sustainable development by providing insights, decision support, and optimization strategies for complex systems in science and information technology.

Editors

  • Khaled Saad Mekheimer

    Khaled Saad Mekheimer is currently a Professor of Applied Mathematics and Ex-Vice Dean of Research and Post-graduate Studies at the Faculty of Science (Men), Al-Azhar University, Egypt. He is leading an active group in his field of interest "Bio-Fluids". His research keywords include Bio-fluid; Blood flow; MHD and Heat transfer.

  • Fayed F. M. Ghaleb

    Fayed “F. M. Ghaleb” is an Emeritus Professor in Computer Science Division, Department of Mathematics, Faculty of Science, Ain Shams University, Cairo, Egypt. His current fields of interest include image processing, e-learning, data and web mining, and bioinformatics.

  • Dominique C. Adolphe

    Dominique C. Adolphe is currently a Professor of Laboratoire de Physique et Mécanique Textiles (LPMT), France. His research areas are Nonwoven, Comfort and Tactile Sensory Evaluation textile goods, Functional Textiles and Garments, and Nano textiles.

  • Waleed Adel

    Waleed Adel is currently an Assistant Professor of applied mathematics at the French University of Egypt, Egypt. His current research interests include but are not limited to numerical analysis for differential equations, developing novel solutions using spectral methods, computational mathematics, and stability analysis for some biological models.

Articles (3 in this collection)