ISSN 2394-5125
 
2021, Vol: 8, Issue: 8
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    SPREAD OF COVID-19 IN INDIA-A MATHEMATICAL APPROACH (2020)
    Bhanu Sharma, Deepak Kumar, Pooja Khurana
    JCR. 2020: 6842-6846

    Abstract

    Introduction: The country needs to plan its present as well as future activities for the safety measure of coronavirus.Materials and Methods: A mathematical model is divided into four compartments as susceptible, infected, recovered, and dead peoples and used to study the stability of coronavirus in India.Results: The study shows the growth of the coronavirus on available data. During the infection period, the stability condition will not hold well if the number of patients increases concerning time.Conclusion: Different investigations, assessment of the relative of different sorts of planning can be investigated. The outcomes of the study show that the given model for the epidemic disease is unstable

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    Volume & Issue

    Volume 7 Issue-10

    Keywords

    Pandemic corona-virus; mathematical models; differential equations models, covid-19
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