| # | List of Publication by Prof. Tapan Kumar Kar |
|---|---|
| 1 | Das, D. K., Khatua, A., Jana, S., and Kar, T. K., Modelling the risk of COVID-19 based on major clinical factors: A fuzzy rule approach, 663-667, International Conference on Decision Aid Sciences and Application (DASA-21), 2022 |
| 2 | Majee, S., Jana, S., Khatua, A., and Kar, T. K., Growth of single species population: A novel approach, 907-915, Nonlinear Dynamics and Applications, 2022 |
| 3 | Das, Dhiraj Kumar and Khajanchi, Subhas and Kar, Tapan Kumar, Influence of multiple re-infections in tuberculosis transmission dynamics: A Mathematical Approach, 1-5, 2019 8th International Conference on Modeling Simulation and Applied Optimization (ICMSAO), 2019 |
| 4 | Das, Dhiraj Kumar and Khajanchi, Subhas and Kar, Tapan Kumar, Dynamical behaviour of tuberculosis transmission, 5, Biomath Communications Supplement, 2018 |
| 5 | Mondal, P. K. and Kar, T. K., Optimal control and stability analysis of an SIR model with vaccination strategy, 136-142, Proceedings of the International conference on recent trends in Science & Technology, College of Engineering and Management, Kolaghat, West Bengal, India, 2013 |
| 6 | Jana, S. and Kar, T. K., Optimal control of an epidemic model with vaccination and treatment control, 143-149, Proceedings of the International conference on recent trends in Science & Technology, College of Engineering and Management, Kolaghat, West Bengal, India, 2013 |
| 7 | Chakraborty, K., Jana, S. and Kar, T. K., Influence of marine reserve in a bioeconomic system, 42-52, Proceedings National Seminar on Recent Advances in the Application of Mathematical Analysis and Computational Techniques in Applied Sciences, Siliguri College, 2011 |
| 8 | Chakraborty, Kunal and Kar, T. K., Bifurcation analysis and optimal control of harvest in a prey-predator model with stage structure for prey, 207-218, Proceedings of the National Seminar on Mathematical Modelling of Natural Phenomena (NSMMNP-2010), 2010 |
| 9 | Kar T. K. and Chkraborty, K., A bioeconomic assessment of the Maryland’s Chespeake Bay oyster fishery with reference to the optimal utilization and management of the resource, 101-108, Proceedings of the International Seminar on Modern Trends in Biological Sciences, Raja N. L. Khan Women’s College, Midnapur, India., 2009 |
| 10 | Kar T. K. and Matsuda H., Stability, bifurcation and controllability of a harvested prey-predator system with time delay, International Symposium on Recent Advances in Mathematics and its Applications, Calcutta Mathematical Society, India, 2006 |
| 11 | Kar, T. K. and Matsuda H., Controllability of a harvested prey-predator system with time delay, 52, Proceedings of the 15th Annual Meeting of the Japanese Society for Mathematical Biology, Yokohama National University, Japan, 2005 |
| 12 | Kar T. K. and Chaudhuri K. S., Bioeconomic Modelling of a prey-predator fishery : A capital theoretic approach, 49-55, Proceedings of the National Seminar on Recent Trends in Mathematics and its Applications, Siksha Bhavana, Visva Bharati, Santiniketan, India, 2002 |
| 13 | Kar, T. K., Sinha, D. K. and Bagchi, M. C., On viscoelastic behaviour of enzymes: a stochastic model, 15, 52, Journal of Biomedical Engineering Society of India, 1995 |
Created: 23 November 2019