Homogeneous Poisson process in daily case of covid-19

Since December 2019, an increasing number of new pneumonia cases have emerged in Wuhan, China. The rise of the spread of diseases caused by the Corona Virus Disease (covid-19) which has been established as a pandemic by WHO on March 12, 2020, gave rise to so much anxiety and speculation from various...

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Veröffentlicht in:	Journal of physics. Conference series 2021-01, Vol.1722 (1), p.12078
Hauptverfasser:	Alawiyah, M, Johar, D A, Ruchjana, B N
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Sprache:	eng
Schlagworte:	Coronaviruses COVID-19 Physics Poisson density functions
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creator	Alawiyah, M Johar, D A Ruchjana, B N
description	Since December 2019, an increasing number of new pneumonia cases have emerged in Wuhan, China. The rise of the spread of diseases caused by the Corona Virus Disease (covid-19) which has been established as a pandemic by WHO on March 12, 2020, gave rise to so much anxiety and speculation from various parties. The case of covid-19 positive patients Daily can be calculated by the homogeneous Poisson process. A Poisson process with a constant rate (λ) is called a homogeneous Poisson process. The average number of positive patients of Covid-19 from January 24, 2020, to April 16, 2020, is still very large. The chances of not having cases of covid-19 positive patients from January 24, 2020 to April 16, 2020 are very small so there will always be covid-19 cases every. Therefore, elements of society and government must consider handling and preventing the Covid-19 case.
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subjects	Coronaviruses COVID-19 Physics Poisson density functions
title	Homogeneous Poisson process in daily case of covid-19
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