2020
DOI: 10.1101/2020.05.15.20103077
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Mathematical Modeling and Simulation of SIR Model for COVID-2019 Epidemic Outbreak: A Case Study of India

Abstract: The present study discusses the spread of COVID−2019 epidemic of India and its end by using SIR model. Here we have discussed about the spread of COVID−2019 epidemic in great detail using Euler method. The Euler method is a method for solving the ordinary differential equations. The SIR model has the combination of three ordinary differential equations. In this study, we have used the data of COVID−2019 Outbreak of India on 8 May, 2020. In this data, we have used 135710 susceptible cases, 54340 infectious case… Show more

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Cited by 6 publications
(3 citation statements)
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“…The description of the SIR model for Recover returning to Susceptible because the world outbreak of COVID-2019 has developed that patients who recover can be re-infected. 18 S in this study is based on the estimated number of people who should be examined according to WHO standards of 1/1000 population per week. 19 During the period of March 16 to June 14, 2020 (13 weeks), the population of Banyumas District was 1,840,152 people, so 1,840 x 13 = 23,922 people as Suspected (S).…”
Section: Effective Reproduction Number (Rt)mentioning
confidence: 99%
“…The description of the SIR model for Recover returning to Susceptible because the world outbreak of COVID-2019 has developed that patients who recover can be re-infected. 18 S in this study is based on the estimated number of people who should be examined according to WHO standards of 1/1000 population per week. 19 During the period of March 16 to June 14, 2020 (13 weeks), the population of Banyumas District was 1,840,152 people, so 1,840 x 13 = 23,922 people as Suspected (S).…”
Section: Effective Reproduction Number (Rt)mentioning
confidence: 99%
“…The survival time of coronavirus differs on different surfaces, increasing the spread of the disease [5,6,7]. The airborne transmission may affect the spread of COVID-19 [8]. The attention of the public domain on preventive strategies for the disease should be increased [9].…”
Section: Introductionmentioning
confidence: 99%
“…The goal of our research is to show that mathematical models, which are used frequently in investigating disease spread, epidemiology and even COVID-19 [15], can be applied to the training of neural network models as a pretraining step, resulting in a more accurate model. In our paper we show that if we train a neural network first on an SIR model, then train it further on real data, this method outperforms not only the original mathematical model, but also a neural network trained only on real data.…”
Section: Introductionmentioning
confidence: 99%