Head Mathematics Department, Alexandria University – Faculty of Education, Egypt
Dr. Mohamed Abdou is a distinguished researcher and academic specializing in mathematical modeling, integral equations, and computational mathematics. With a robust track record in publishing high-impact articles, Dr. Abdou is a pivotal figure in advancing numerical methods for solving complex mathematical problems. His work spans a range of topics, including fractional calculus, thermoelasticity, and integro-differential equations, contributing significantly to the fields of applied and computational mathematics. 📚🔍
Publication Profile
ORCID
Education 🎓
Dr. Abdou earned his advanced degrees in mathematics and computational sciences from prestigious institutions, focusing on mathematical modeling and advanced numerical methods. His rigorous academic training underpins his innovative research in applied mathematics and integral equations. 🧮
Experience 🏫
Dr. Abdou has an extensive career in academia and research, serving in various roles as a professor, mentor, and collaborator. He has contributed to international conferences, workshops, and academic journals, sharing his insights on integral and differential equations. His work also includes developing new mathematical models and algorithms applied in physics, engineering, and computational sciences. 🌐📖
Research Interests 🔬
Dr. Abdou’s research interests include:
Numerical methods for solving nonlinear integral equations. Fractional calculus and its applications. Thermoelasticity with double porosity. Spectral relationships for integral equations. Computational methods in applied mathematics 🚀📈
Awards and Recognitions 🏆
Dr. Abdou has been acknowledged for his outstanding contributions to mathematics and computational sciences, receiving numerous accolades for his publications, including recognition in prestigious international journals. His research has garnered significant attention and citations, reflecting the impact of his work in the mathematical community. 🌟🎖️
Publications 📜
A Computational Method for Solving Nonlinear Fractional Integral Equations
An Algorithm for the Solution of Integro-Fractional Differential Equations with a Generalized Symmetric Singular Kernel
Numerical Simulation, Existence, and Uniqueness for Solving Nonlinear Mixed Partial Integro-Differential Equations with Discontinuous Kernels
Thermopotential Function in Position and Time for a Plate Weakened by Curvilinear Hole
On an Approximate Solution of a Boundary Value Problem for a Nonlinear Integro-Differential Equation