Universiti Tenaga Nasional (UNITEN), Malaysia
👨🎓Profiles
📚 Early Academic Pursuits
Rashid Jan embarked on his academic journey with a solid foundation in mathematics, earning his MSc in Mathematics from the University of Peshawar, Pakistan. His focus encompassed Numerical Analysis, Computational Methods, Mathematical Modeling, and Complex Analysis. He further honed his expertise by completing an MPhil in Applied Mathematics at the same university, specializing in Boundary Layer Theory, Stability Analysis, and Computational Fluid Dynamics. His thesis, Stability Analysis of Homogenous and Non-homogenous Dynamical Systems on Time Scales, laid the groundwork for his future in advanced mathematical research. He achieved a significant milestone by earning his Ph.D. in Applied Mathematics from Xi’an Jiaotong University, China. His doctoral research, under the supervision of Xiao Yanni, focused on Modeling and Analysis of the Transmission Dynamics of Dengue with Control Strategies, blending mathematical biology, epidemiology, and computational analysis.
💼 Professional Endeavors
His career reflects a seamless blend of teaching, research, and editorial expertise: Assistant Professor: University of Swabi, Pakistan (2021–2022), imparting advanced mathematical concepts to undergraduate and graduate students, Postdoctoral Researcher: Universiti Tenaga Nasional (UNITEN), Malaysia (2023–2024), where he delved into cutting-edge research in applied mathematics and infectious disease modeling, Lecturer: Brains Post Graduate College, Pakistan (2009–2015), fostering a passion for mathematics among aspiring students.
📝 Contributions and Research Focus
He has significantly contributed to mathematical biology, infectious disease epidemiology, and fractional calculus. His areas of expertise include: Mathematical Modeling: Developing models to understand vector-borne diseases, public health issues, and control strategies, Computational Analysis: Employing advanced numerical and statistical techniques for data fitting, parameter estimation, and sensitivity analysis, Fractional Calculus: Applying fractional-order differential equations to real-world problems in epidemiology and physics, Optimal Control: Investigating cost-effective strategies for disease prevention and control.
🌟 Impact and Influence
Through his editorial roles, He has curated groundbreaking research in fractional calculus and its applications. As a guest editor for prestigious journals like Fractals, Demonstratio Mathematica, and the European Physical Journal Special Topics, he has fostered discussions on mathematical innovations addressing real-world challenges. His influence extends to public health, where his models aid in understanding and mitigating infectious diseases.
📖 Academic Citations
His scholarly contributions have earned him recognition in the academic community, with significant citations across peer-reviewed publications. His works, especially in mathematical modeling and epidemiology, have been referenced for advancing theoretical frameworks and practical applications in public health.
🛠️ Technical Skills
He is proficient in an array of mathematical and computational techniques, including: Numerical Methods: Stability analysis, bifurcation, and chaos, Data Analysis: Parameter estimation and Markov Chain Monte Carlo (MCMC) methods, Statistical Tools: Advanced modeling and optimization in stochastic systems.
🎓 Teaching Experience
He has been a dedicated educator, with over a decade of teaching experience. He has mentored undergraduate and postgraduate students in advanced mathematics, fostering a deep understanding of applied mathematics, numerical methods, and computational modeling. His teaching philosophy emphasizes clarity, real-world applications, and nurturing analytical thinking.
🔍 Legacy and Future Contributions
His legacy is marked by his innovative research in mathematical epidemiology and fractional calculus. Moving forward, he is committed to developing advanced mathematical tools for public health, exploring cost-effective disease control strategies, and mentoring the next generation of mathematicians. His work promises to shape interdisciplinary approaches to global health challenges and mathematical innovations.
🚀 Highlights
Editorial Leadership: Spearheaded special issues on fractional calculus and applied sciences, Global Collaborations: Worked with renowned institutions in China and Malaysia, broadening the impact of his research, Research Excellence: Blended mathematical rigor with practical applications in public health and infectious disease management.
📖Notable Publications
Exploring the dynamics of HIV and CD4+ T-cells with non-integer derivatives involving nonsingular and nonlocal kernel
Authors: Shutaywi, M., Shah, Z., Vrinceanu, N., Jan, R., Deebani, W.
Journal: Scientific Reports
Year: 2024
Analytical simulation of Darcy-Forchheimer nanofluid flow over a curved expanding permeable surface
Authors: Rehman, A., Al-Buriahi, M.S., Ali, H.E., Jan, R., Khan, I.A.
Journal: Fluid Dynamics Research
Year: 2024
Maximum principle for partially observed risk-sensitive optimal control problem of McKean–Vlasov FBSDEs involving impulse controls
Authors: Lakhdari, I.E., Djenaihi, Y., Kaouache, R., Boulaaras, S., Jan, R.
Journal: Journal of Pseudo-Differential Operators and Applications
Year: 2024
Global existence and decay of a viscoelastic wave equation with logarithmic source under acoustic, fractional, and nonlinear delay conditions
Authors: Choucha, A., Boulaaras, S., Jan, R., Ahmed, A.H.
Journal: Boundary Value Problems
Year: 2024
Applications of distance measure between dual hesitant fuzzy sets in medical diagnosis and weighted dual hesitant fuzzy sets in making decision
Authors: Boulaaras, S., Mostafa, G.E., Jan, R., Mekawy, I.
Journal: Scientific Reports
Year: 2024
Computation of Thermal Radiative Flux from a Porous Medium by Using Fractal–Fractional Operator
Authors: Garalleh, H.A.L., Ramzan, M., Shafique, A., Nazar, M., Jan, R.
Journal: International Journal of Applied and Computational Mathematics
Year: 2024