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About:
Covid-19 growth rate analysis: application of a low-complexity tool for understanding and comparing epidemic curves
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wasabi.inria.fr
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Type:
Academic Article
research paper
schema:ScholarlyArticle
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type
Academic Article
research paper
schema:ScholarlyArticle
isDefinedBy
Covid-on-the-Web dataset
has title
Covid-19 growth rate analysis: application of a low-complexity tool for understanding and comparing epidemic curves
Creator
Costa, Reis
Carlos, Alberto
Rodrigues,
Almeida Da Cruz, Livia
Cesar, Paulo
De, Airandes
Gomes, Edval
Gomes, Matheus
Júnior, Santos
Nunes, Mendes
Otávio Da Costa Rocha, Manoel
Pinto, Sousa
Source
Medline; PMC
abstract
INTRODUCTION: The acceleration of new cases is important for the characterization and comparison of epidemic curves. The objective of this study was to quantify the acceleration of daily confirmed cases and death curves using the polynomial interpolation method. METHODS: Covid-19 epidemic curves from Brazil, Germany, the United States, and Russia were obtained. We calculated the instantaneous acceleration of the curve using the first derivative of the representative polynomial. RESULTS: The acceleration for all curves was obtained. CONCLUSIONS: Incorporating acceleration into an analysis of the Covid-19 time series may enable a better understanding of the epidemiological situation.
has issue date
2020-07-06
(
xsd:dateTime
)
bibo:doi
10.1590/0037-8682-0331-2020
bibo:pmid
32638889
has license
cc-by
sha1sum (hex)
8f96be050e05ae3d3ae6becb0ea8f836df54d56d
schema:url
https://doi.org/10.1590/0037-8682-0331-2020
resource representing a document's title
Covid-19 growth rate analysis: application of a low-complexity tool for understanding and comparing epidemic curves
has PubMed Central identifier
PMC7341827
has PubMed identifier
32638889
schema:publication
Revista da Sociedade Brasileira de Medicina Tropical
resource representing a document's body
covid:8f96be050e05ae3d3ae6becb0ea8f836df54d56d#body_text
is
schema:about
of
named entity 'Results'
named entity 'time series'
named entity 'objective'
named entity 'epidemic'
named entity 'curves'
named entity 'Introduction'
named entity 'Brazil'
named entity 'United States'
named entity 'Covid-19'
named entity 'Covid-19'
named entity 'epidemic'
named entity 'epidemic'
named entity 'Covid-19'
named entity 'predictive models'
named entity '2.7'
named entity 'epidemic curve'
named entity 'Covid-19'
named entity 'Covid-19'
named entity 'Brazil'
named entity 'stage of death'
named entity 'Germany'
named entity 'suffi'
named entity 'cation'
named entity 'Gaussian distribution'
named entity 'Polynomial interpolation'
named entity 'Brazil'
named entity 'Covid-19'
named entity 'COVID-19'
named entity 'Brazil'
named entity 'roots of the polynomial'
named entity 'Germany'
named entity 'polynomial'
named entity 'Germany'
named entity 'growth curves'
named entity 'MATLAB'
named entity 'Russia'
named entity 'Brazil'
named entity '1.6'
named entity 'United States'
named entity 'growth phase'
named entity 'Germany'
named entity '11.5'
named entity 'polynomial'
named entity 'exponential growth model'
named entity 'time series'
named entity 'number of new cases'
named entity 'Brazil'
named entity 'Germany'
named entity 'epidemic curve'
named entity 'Brazil'
named entity 'exponential function'
named entity 'mitral stenosis'
named entity 'differential calculus'
named entity 'social isolation'
named entity 'time series'
named entity 'Germany'
named entity 'positive or negative'
named entity 'Russia'
named entity 'polynomial'
named entity 'Brazil'
named entity 'polynomial interpolation'
named entity 'exponential functions'
named entity 'composite function'
named entity 'n-1'
named entity 'moving average'
named entity 'low-complexity'
named entity 'polynomial interpolation'
named entity 'Germany'
named entity 'acceleration'
named entity 'epidemiological'
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