Dr. Pardeep Kumar | Mathematics | Best Researcher Award

Dr. Pardeep Kumar | Mathematics | Best Researcher Award

Dr. Pardeep Kumar | Mathematics | K.R. Mangalam University | India

Dr. Pardeep Kumar is a distinguished researcher and Assistant Professor specializing in Computational Fluid Dynamics, Heat and Mass Transfer, Newtonian and Non-Newtonian fluid flows, boundary layer analysis, and nanofluid applications. Dr. Pardeep Kumar earned his Ph.D. in Fluid Dynamics from CCS Haryana Agricultural University Hisar and has extensive professional experience, including positions as Assistant Professor at D.N. College, HMR Institute of Technology and Management, and currently at K.R. Mangalam University Gurugram, where he delivers lectures to B.Sc and M.Sc students, supervises research projects, and contributes to curriculum development. His research expertise encompasses mono, hybrid, and trihybrid nanofluids, magnetohydrodynamics, applied mathematics, and numerical modeling techniques, including Runge-Kutta methods, BVP4c, and BVP5c solvers. Dr. Pardeep Kumar has actively engaged in international research projects and collaborations, studying heat and mass transfer in nanofluids over different geometries and under multiple physical effects such as magnetic fields, velocity slip, thermal slip, Brownian motion, thermophoresis, porosity, chemical reaction, Joule heating, and thermal radiation. His contributions are documented in high-impact publications indexed in Scopus and IEEE, demonstrating significant citation metrics and an h-index reflecting his influence in the field. Dr. Pardeep Kumar has received recognition for his academic excellence, including the CSIR-UGC Junior Research Fellowship and National Eligibility Test (JRF & NET), reflecting his scholarly achievements and potential. His professional memberships with IEEE and ACM highlight his commitment to the scientific community, leadership in mentoring young researchers, and active participation in workshops, seminars, and collaborative projects.

Citation Metrics (Google Scholar)

300
200
100
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0

Citations
286

h-index
8

i10index
7


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Featured Publications

Prof. Godwin Okeke | Mathematics | Best Researcher Award

Prof. Godwin Okeke | Mathematics | Best Researcher Award 

Prof. Godwin Okeke, Federal University of Technology, Nigeria

Godwin Amechi Okeke is a Reader (Associate Professor) in the Department of Mathematics at the Federal University of Technology, Owerri, Nigeria. Born on December 5, 1980, in Obeagu Oduma, Enugu State, he earned his B.Sc. in Mathematics from the University of Nigeria, Nsukka, followed by an M.Sc. and Ph.D. in Mathematics (Pure) from the University of Lagos. He completed a postdoctoral fellowship at the Abdus Salam School of Mathematical Sciences, Government College University, Lahore, Pakistan. Dr. Okeke’s research focuses on Functional Analysis. He has extensive teaching experience across undergraduate and postgraduate levels, having served at several Nigerian universities including Covenant University and Michael Okpara University of Agriculture. He is proficient in English and Igbo, skilled in LaTeX, Matlab, and Microsoft Office, and is recognized for his dedication to research, teaching, and academic service.

Professional Profile:

SCOPUS

ORCID

Summary of Suitability for Best Researcher Award:

Dr. Godwin Amechi Okeke is a highly qualified and dedicated academic with a solid background in pure mathematics, particularly in the area of functional analysis. With a Ph.D. from the University of Lagos and postdoctoral research experience at the Abdus Salam School of Mathematical Sciences in Pakistan, Dr. Okeke has demonstrated a consistent commitment to advancing mathematical research.

🎓 Education

  • 🏫 Primary Education: Joint School, Obeagu Oduma, Enugu State (1988–1993) – PSLC

  • 🏫 Secondary Education: Kosofe College, Ketu, Lagos State (1993–1997) – SSCE

  • 🎓 Bachelor’s Degree: B.Sc (Hons) in Mathematics (2nd Class Upper), University of Nigeria, Nsukka (2006)

  • 🎓 Master’s Degree: M.Sc in Pure Mathematics, University of Lagos (2010)

  • 🎓 Doctorate Degree: Ph.D in Mathematics, University of Lagos (2014)

  • 🎖️ Postdoctoral Fellowship: Abdus Salam School of Mathematical Sciences, GCU Lahore, Pakistan (2019–2020)
    Host: Prof. Dr. Mujahid Abbas

💼 Work Experience

  • 👨‍🏫 Associate Professor (Reader), Federal University of Technology, Owerri (2021–Present)

  • 👨‍🏫 Senior Lecturer, Federal University of Technology, Owerri (2017–2021)

  • 👨‍🏫 Senior Lecturer, Michael Okpara University of Agriculture, Umudike (2016–2017)

  • 👨‍🏫 Lecturer I, Covenant University, Ota (2014–2016)

  • 👨‍🏫 Lecturer II & Assistant Lecturer, Distance Learning Institute, University of Lagos (2014)

  • 🎓 Graduate Fellow & Teaching Assistant, University of Lagos (2010–2013)

  • 👨‍🏫 Mathematics Teacher, Caleb International College & Kaduna State Ministry (2007–2009)

  • 👶 Class Teacher, Wonderful Lord Nursery & Primary School (1999–2000)

🏆 Achievements, Awards & Honors

  • 📜 Completed a postdoctoral fellowship in Functional Analysis under renowned scholar Prof. Mujahid Abbas.

  • 🌍 International research exposure through work in Pakistan.

  • 👨‍🎓 Mentorship of undergraduate and postgraduate students in mathematics.

  • 💬 Skilled in teaching a wide range of mathematics courses at both undergraduate and postgraduate levels across several Nigerian universities.

  • 📘 Known for deep expertise in Functional Analysis, contributing to academia with solid teaching and research.

Publication Top Notes:

A Novel Fixed-Point Iterative Process for Multivalued Mappings Applied in Solving a HIV Model of Fractional Order

Novel Method for Approximating Fixed Point of Generalized α-Nonexpansive Mappings with Applications to Dynamics of a HIV Model

An Efficient Iterative Scheme for Approximating the Fixed Point of a Function Endowed with Condition (Bγ,μ) Applied for Solving Infectious Disease Models

A novel fixed point iteration process applied in solving the Caputo type fractional differential equations in Banach spaces

Another Meir-Keeler-type nonlinear contractions

A novel approach based on embedding Green’s functions into fixed point iterations for solving boundary value problems