| Vivekananda Mahavidyalaya, Burdwan | INDIA

Dr. Nijamuddin Ali is a mathematician and researcher specializing in mathematical modelling, nonlinear dynamics, biomathematics, and mathematical ecology. His academic work focuses particularly on mathematical models of predator–prey systems, tri-trophic food chains, species interactions, ecological complexity, stability, and bifurcation analysis. His research also encompasses mathematics education, including studies of mathematics anxiety, ICT awareness, and mathematics curricula.

Research Contributions

Dr. Ali has developed an extensive research portfolio spanning 2013–2026, with 31 documented research publications. A major theme of his research is the mathematical analysis of ecological systems, including prey–predator and food-chain models incorporating factors such as fear effects, prey refuge, harvesting, intra-specific competition, disease, supplementary food, ratio-dependent interactions, and different functional responses.

His recent research includes the 2026 publication “Impact of Hunting Cooperation and Fear Effect on a Tritrophic Food Chain Model” in the International Journal of Mathematics and Mathematical Sciences. His other recent studies have examined fear effects in tritrophic food-chain and predator–prey models and the dynamics of ecological systems.

Scholarly Publications

Dr. Ali has published research in several international journals, including Nonlinear Dynamics, Mathematical Biosciences, Computers in Biology and Medicine, Journal of Applied Mathematics and Computing, Modelling Earth Systems and Environment, International Journal of Bifurcation and Chaos, International Journal of Dynamics and Control, and other mathematics and mathematical-science journals. His publications demonstrate sustained research activity in nonlinear mathematical modelling and ecological dynamics.

Conferences, Seminars & Invited Lecture

Dr. Ali has actively disseminated his research through national and international academic forums. He has presented research papers at conferences and seminars from 2011 onwards, covering topics such as food-chain models, stability analysis, dynamic complexity, predator–prey interactions, mathematical modelling, and mathematics education. In May 2023, he delivered an invited lecture on “Food Chain Model” at the National Symposium on Implementation and Application of Mathematics in Real Life organized by VIT, Vellore.

Academic Engagement & Peer Review

In addition to his research publications and conference participation, Dr. Ali has contributed to the academic community as a reviewer for reputed international journals, including Applied Mathematics and Computation, International Journal of Biomathematics, International Journal of Dynamics and Control, International Journal of Ecological Economics and Statistics, and International Journal of Mathematics and Computation.

Research Areas

  • Mathematical Modelling
  • Nonlinear Dynamics and Bifurcation Theory
  • Mathematical Ecology and Biomathematics
  • Predator–Prey and Tritrophic Food-Chain Models
  • Population Dynamics
  • Ecological Complexity and Stability Analysis
  • Mathematical Biology
  • Mathematics Education and Mathematics Anxiety

Eligibility for Distinguished Researcher Award 

Dr. Nijamuddin Ali demonstrates a sustained and specialized research profile in mathematical modelling and mathematical ecology, supported by 31 documented publications, extensive conference participation, an invited national-level lecture, and peer-review contributions to international journals. His continuing research on complex ecological systems—including fear effects, predator–prey interactions, food-chain dynamics, harvesting, disease, refuge, and nonlinear behaviour—reflects a consistent contribution to the development and application of mathematical approaches in biological and ecological sciences.

Based on the achievements provided, Dr. Nijamuddin Ali is eligible for consideration for the Distinguished Researcher Award in Scientific Laurels, particularly in recognition of his sustained research contributions to mathematical modelling, nonlinear dynamics, and mathematical ecology.