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Dr. R. PREM KUMAR
Dr. R. PREM KUMAR
Assistant Professor of Mathematics
Verified email at dhtepdy.edu.in
Title
Cited by
Cited by
Year
Optimal control design incorporating vaccination and treatment on six compartment pandemic dynamical system
RP Kumar
Results in Control and Optimization, 2022
302022
Global stability and analysing the sensitivity of parameters of a multiple-susceptible population model of SARS-CoV-2 emphasising vaccination drive
RP Kumar, PK Santra, GS Mahapatra
Mathematics and Computers in Simulation, 2022
232022
Preventive control strategy on second wave of Covid-19 pandemic model incorporating lock-down effect
S Basu, RP Kumar, PK Santra, GS Mahapatra, AA Elsadany
Alexandria Engineering Journal 61 (9), 7265-7276, 2022
202022
Dynamical analysis of novel COVID‐19 epidemic model with non‐monotonic incidence function
P Kumar, S Basu, D Ghosh, PK Santra, GS Mahapatra
Journal of Public Affairs, e2754, 0
10*
Global stability and sensitivity analysis of parameters of Omicron variant epidemic in diverse susceptible classes incorporating vaccination stages
R Prem Kumar, S Basu, PK Santra, AA Elsadany, A Elsonbaty, ...
Soft Computing 28 (6), 4689-4713, 2024
62024
DYNAMICAL BEHAVIOR AND SENSITIVITY ANALYSIS OF A DENGUE REINFECTION MODEL FOR VERTICAL TRANSMISSION INCORPORATING MULTIPLE CONTROL STRATEGIES
PKS R. PREM KUMAR, G.S. MAHAPATRA, RANA D. PARSHAD
Communications in Mathematical Biology and Neuroscience 134, 2023
22023
Dynamical analysis of SARS-CoV-2-Dengue co-infection mathematical model with optimum control and sensitivity analyses
RP Kumar, GS Mahapatra, PK Santra
Nonlinear Analysis: Real World Applications 80, 104175, 2024
12024
Global stability and sensitivity analysis of dengue transmission using four host and three vector classes along with control strategies
R Prem Kumar, GS Mahapatra, S Basu, PK Santra
International Journal of Computer Mathematics, 1-26, 2024
2024
Optimal control for dengue transmission based on a model with reinfection and treatment
RP Kumar, GS Mahapatra, PK Santra, JJ Nieto
Mathematical Population Studies 31 (3), 165-203, 2024
2024
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