Dr. Mahmood Kamil Shihab | Functional equations | Best Researcher Award
Lecturer at University of Kirkuk, Iraq
Dr. Mahmood Kamil Shihab is a dedicated academic and researcher with a strong foundation in mathematics. He is currently a lecturer at the University of Kirkuk, College of Education for Pure Science, Department of Mathematics. With over two decades of teaching and research experience, Dr. Shihab has significantly contributed to the mathematical sciences field, blending expertise with a passion for advancing knowledge in pure and applied mathematics.
Profile
Education 🎓
Dr. Shihab’s academic journey began with a B.Sc. in Mathematics from Mustansiriya University, Iraq, in 1997. He further obtained a Higher Diploma in Computer Science in 2005, focusing on computer architecture using HTML. In 2013, he completed an M.Sc. in Mathematics from Szczecin University, Poland, where his thesis explored differentiation of measures through various mathematical theorems. Recently, in 2024, Dr. Shihab earned his Ph.D. in Mathematics from the University of Debrecen, Hungary, presenting a dissertation on convexity and functional equations.
Professional Experience 👨🏫
Dr. Shihab began his teaching career in 2002 at Diyala University, serving as a lecturer in the College of Science, Department of Mathematics, until 2017. He later joined the University of Kirkuk, where he continues to inspire students and engage in academic research. His teaching expertise spans pure mathematics, applied mathematics, and computer science-related topics, including programming languages like C, C++, and Visual Basic.
Research Interests 🔍
Dr. Shihab’s research primarily focuses on functional equations, convexity theories, operator theory, and mathematical inequalities. His studies delve into exploring Cauchy-Schwarz-type inequalities, Chebyshev systems, and higher-order convexity. Additionally, he has contributed to the mathematical analysis of integral equations and developed novel approaches to solving mathematical problems.
Awards and Recognition 🏆
Dr. Shihab has received recognition for his contributions to mathematics education and research. His active participation in international workshops and conferences highlights his commitment to knowledge dissemination and academic collaboration.
Publications 📚
Dr. Shihab has authored several impactful research articles, many of which are published in esteemed international journals. Below is a selection of his notable publications:
- “Generalization of Fuglede-Putnam Theorem to (p, q)-Quasiposinormal Operator” (2016) – Tikrit Journal of Pure Science.
- “In the Product of Two Positive Operators” (2016) – Diyala Journal for Pure Science.
- “Square Normal Operator” (2017) – British Journal of Mathematics & Computer Science.
- “A Note on the Fuglede and Fuglede-Putnam’s Theorems” (2017) – Journal of Advances in Mathematics and Computer Science.
- “Existence Solution of Volterra-Hammerstein Equation in Lp Space” (2019) – Kirkuk University Journal for Scientific Studies.
- “Decomposition of Higher-Order Wright Convex Function Revisited” (2022) – Results in Mathematics.
- “On Convexity Properties with Respect to a Chebyshev System” (2024) – Journal of Mathematical Analysis and Applications.
- “Cauchy-Schwarz-type Inequalities for Solutions of Functional Equations” (To Appear) – Periodica Mathematica Hungarica.
- “On the h-Additive Functions and Their Symmetry Properties” (2025) – Symmetry Journal.
Conclusion ✨
Mahmood Kamil Shihab demonstrates exceptional qualifications for the Best Researcher Award, particularly due to his extensive contributions to functional analysis, operator theory, and mathematical inequalities. His research collaborations and academic activities reflect a strong commitment to advancing mathematics.
While there is scope for improvement in global outreach and multidisciplinary impact, his current achievements make him a strong candidate for the award.