EN
COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS
Abstract
Covid-19 is a highly infectious disease caused by novel Corona virus SARS-CoV-2, affecting the whole world. In this
paper, we introduce and apply two iterative methods, RMsDTM and R2KM, to obtain approximate values of Covid-19
cases in Morocco. We also compare the approximations of both methods and see that the solution of RMsDTM is
more accurate.
paper, we introduce and apply two iterative methods, RMsDTM and R2KM, to obtain approximate values of Covid-19
cases in Morocco. We also compare the approximations of both methods and see that the solution of RMsDTM is
more accurate.
Keywords
References
- [1] M.Z. Ahmad, D. Alsarayreh, A. Alsarayreh and I. Qaralleh, Differential transformation method (DTM) for solving SIS and SI epidemic models, Sains Malaysiana 46(10) (2017) 2007–2017.
- [2] F.S. Akinboro, S. Alao and F.O. Akinpelu, Numerical solution of SIR model using differential transformation method and variational iteration method, General Mathematics Notes 22(2) (2014) 82–92.
- [3] K. Atkinson, W. Han and D.E. Stewart, Numerical solution of ordinary differential equations, John Wiley & Sons (2011).
- [4] B. Barnes and G.R. Fulford, Mathematical modelling with case studies using Maple and MATLAB (3rd Edition), CRC Press (2015).
- [5] Ewen Callaway, The mutation that helps delta spread like wildfire, Nature 596 (2021) 472–473.
- [6] HerbertW.HethcoteandP.vandenDriessche, An SIS epidemic model with variable population size and a delay, Journal of Mathematical Biology 34 (1995) 177–194.
- [7] W.O. Kermack and A.G. McKendrick, A contribution to the mathematical theory of epidemics, Proc. Roy. Soc. Lond. A 115 (1927) 700–721. [8] J.M.W. Mungangaa, J.N. Mwambakanab, R. Maritza, T.A. Batubengea and G.M. Moremedia, Introduction of the differential trans- form method to solve differential equations at undergraduate level, International Journal of Mathematical Education in Science and Technology 45(5) (2014) 781–794 [9] He Shaobo, P. Yuexi and Sun Kehui, SEIR modeling of the COVID-19 and its dynamics, Nonlinear Dynamics 101 (2020) 1667–1680.
- [10] Wolfram Mathematica, https://www.wolfram.com/mathematica.
Details
Primary Language
English
Subjects
Mathematical Sciences
Journal Section
Research Article
Authors
Publication Date
September 30, 2022
Submission Date
October 27, 2021
Acceptance Date
July 29, 2022
Published in Issue
Year 2022 Volume: 5 Number: 3
APA
Garg, P., Madan, S., Arora, R., & Singh, D. (2022). COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS. Results in Nonlinear Analysis, 5(3), 337-346. https://doi.org/10.53006/rna.1015199
AMA
1.Garg P, Madan S, Arora R, Singh D. COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS. RNA. 2022;5(3):337-346. doi:10.53006/rna.1015199
Chicago
Garg, Poonam, Surbhi Madan, Ritu Arora, and Dhiraj Singh. 2022. “COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS”. Results in Nonlinear Analysis 5 (3): 337-46. https://doi.org/10.53006/rna.1015199.
EndNote
Garg P, Madan S, Arora R, Singh D (September 1, 2022) COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS. Results in Nonlinear Analysis 5 3 337–346.
IEEE
[1]P. Garg, S. Madan, R. Arora, and D. Singh, “COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS”, RNA, vol. 5, no. 3, pp. 337–346, Sept. 2022, doi: 10.53006/rna.1015199.
ISNAD
Garg, Poonam - Madan, Surbhi - Arora, Ritu - Singh, Dhiraj. “COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS”. Results in Nonlinear Analysis 5/3 (September 1, 2022): 337-346. https://doi.org/10.53006/rna.1015199.
JAMA
1.Garg P, Madan S, Arora R, Singh D. COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS. RNA. 2022;5:337–346.
MLA
Garg, Poonam, et al. “COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS”. Results in Nonlinear Analysis, vol. 5, no. 3, Sept. 2022, pp. 337-46, doi:10.53006/rna.1015199.
Vancouver
1.Poonam Garg, Surbhi Madan, Ritu Arora, Dhiraj Singh. COVID-19 CASES IN MOROCCO: A COMPARATIVE ANALYSIS. RNA. 2022 Sep. 1;5(3):337-46. doi:10.53006/rna.1015199