Modelling of reproduction number for COVID-19 in India and high incidence states

Background: Since the onset of the COVID-19 in China, forecasting and projections of the epidemic based on epidemiological models have been in the centre stage. Researchers have used various models to predict the maximum extent of the number of cases and the time of peak. This yielded varying number...

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Main Authors: S. Marimuthu, Melvin Joy, B. Malavika, Ambily Nadaraj, Edwin Sam Asirvatham, L. Jeyaseelan
Format: Article
Language:English
Published: Elsevier 2021-01-01
Series:Clinical Epidemiology and Global Health
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S221339842030169X
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spelling doaj-b34f6f4340b94f39933d5f88099d5e862021-06-05T06:08:45ZengElsevierClinical Epidemiology and Global Health2213-39842021-01-0195761Modelling of reproduction number for COVID-19 in India and high incidence statesS. Marimuthu0Melvin Joy1B. Malavika2Ambily Nadaraj3Edwin Sam Asirvatham4L. Jeyaseelan5Department of Biostatistics, Christian Medical College, Vellore, Tamil Nadu, 632 002, IndiaDepartment of Biostatistics, Christian Medical College, Vellore, Tamil Nadu, 632 002, IndiaDepartment of Biostatistics, Christian Medical College, Vellore, Tamil Nadu, 632 002, IndiaDepartment of Biostatistics, Christian Medical College, Vellore, Tamil Nadu, 632 002, IndiaHealth Systems and Policy, Health Systems Research India Initiative (HSRII), Trivandrum, IndiaDepartment of Biostatistics, Christian Medical College, Vellore, Tamil Nadu, 632 002, India; Corresponding author. Department of Biostatistics, Christian Medical College, Vellore, Tamil Nadu, 632 002, India.Background: Since the onset of the COVID-19 in China, forecasting and projections of the epidemic based on epidemiological models have been in the centre stage. Researchers have used various models to predict the maximum extent of the number of cases and the time of peak. This yielded varying numbers. This paper aims to estimate the effective reproduction number (R) for COVID-19 over time using incident number of cases that are reported by the government. Methods: Exponential Growth method to estimate basic reproduction rate R0, and Time dependent method to calculate the effective reproduction number (dynamic) were used. “R0” package in R software was used to estimate these statistics. Results: The basic reproduction number (R0) for India was estimated at 1.379 (95% CI: 1.375, 1.384). This was 1.450 (1.441, 1.460) for Maharashtra, 1.444 (1.430, 1.460) for Gujarat, 1.297 (1.284, 1.310) for Delhi and 1.405 (1.389, 1.421) for Tamil Nadu. In India, the R at the first week from March 2–8, 2020 was 3.2. It remained around 2 units for three weeks, from March 9–29, 2020. After March 2020, it started declining and reached around 1.3 in the following week suggesting a stabilisation of the transmissibility rate. Conclusion: The study estimated a baseline R0 of 1.379 for India. It also showed that the R was getting stabilised from first week of April (with an average R of 1.29), despite the increase in March. This suggested that in due course there will be a reversal of epidemic. However, these analyses should be revised periodically.http://www.sciencedirect.com/science/article/pii/S221339842030169XCOVID-19Exponential growth methodIncident casesReproduction numberTime dependent method
collection DOAJ
language English
format Article
sources DOAJ
author S. Marimuthu
Melvin Joy
B. Malavika
Ambily Nadaraj
Edwin Sam Asirvatham
L. Jeyaseelan
spellingShingle S. Marimuthu
Melvin Joy
B. Malavika
Ambily Nadaraj
Edwin Sam Asirvatham
L. Jeyaseelan
Modelling of reproduction number for COVID-19 in India and high incidence states
Clinical Epidemiology and Global Health
COVID-19
Exponential growth method
Incident cases
Reproduction number
Time dependent method
author_facet S. Marimuthu
Melvin Joy
B. Malavika
Ambily Nadaraj
Edwin Sam Asirvatham
L. Jeyaseelan
author_sort S. Marimuthu
title Modelling of reproduction number for COVID-19 in India and high incidence states
title_short Modelling of reproduction number for COVID-19 in India and high incidence states
title_full Modelling of reproduction number for COVID-19 in India and high incidence states
title_fullStr Modelling of reproduction number for COVID-19 in India and high incidence states
title_full_unstemmed Modelling of reproduction number for COVID-19 in India and high incidence states
title_sort modelling of reproduction number for covid-19 in india and high incidence states
publisher Elsevier
series Clinical Epidemiology and Global Health
issn 2213-3984
publishDate 2021-01-01
description Background: Since the onset of the COVID-19 in China, forecasting and projections of the epidemic based on epidemiological models have been in the centre stage. Researchers have used various models to predict the maximum extent of the number of cases and the time of peak. This yielded varying numbers. This paper aims to estimate the effective reproduction number (R) for COVID-19 over time using incident number of cases that are reported by the government. Methods: Exponential Growth method to estimate basic reproduction rate R0, and Time dependent method to calculate the effective reproduction number (dynamic) were used. “R0” package in R software was used to estimate these statistics. Results: The basic reproduction number (R0) for India was estimated at 1.379 (95% CI: 1.375, 1.384). This was 1.450 (1.441, 1.460) for Maharashtra, 1.444 (1.430, 1.460) for Gujarat, 1.297 (1.284, 1.310) for Delhi and 1.405 (1.389, 1.421) for Tamil Nadu. In India, the R at the first week from March 2–8, 2020 was 3.2. It remained around 2 units for three weeks, from March 9–29, 2020. After March 2020, it started declining and reached around 1.3 in the following week suggesting a stabilisation of the transmissibility rate. Conclusion: The study estimated a baseline R0 of 1.379 for India. It also showed that the R was getting stabilised from first week of April (with an average R of 1.29), despite the increase in March. This suggested that in due course there will be a reversal of epidemic. However, these analyses should be revised periodically.
topic COVID-19
Exponential growth method
Incident cases
Reproduction number
Time dependent method
url http://www.sciencedirect.com/science/article/pii/S221339842030169X
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