We apply a versatile growth model, whose growth rate is given by a generalised beta
distribution, to describe the complex behaviour of the fatality curves of the COVID-19 …

We apply a versatile growth model, whose growth rate is given by a generalised beta
distribution, to describe the complex behaviour of the fatality curves of the COVID-19 …

We apply a versatile growth model, whose rate of change is given by a generalised beta
distribution, to describe the complex behaviour of the fatality curves of the COVID-19 …

We apply a versatile growth model, whose growth rate is given by a generalised beta
distribution, to describe the complex behaviour of the fatality curves of the COVID-19 …

Background: Recent work showed that the temporal growth of the novel coronavirus disease
(COVID-19) follows a sub-exponential power-law scaling whenever effective control …

We have analysed the COVID-19 epidemic data of more than 174 countries (excluding
China) in the period between 22 January and 28 March 2020. We found that some countries …

The main objective of the present article is twofold: first, to model the fatality curves of the
COVID-19 disease, as represented by the cumulative number of deaths as a function of time; …

The temporal growth in the number of deaths in the COVID-19 epidemic is subexponential.
Here we show that a piecewise quadratic law provides an excellent fit during the thirty days …

The functional relationship between daily deaths and active cases for confirmed COVID-19
data is examined for the early phase of the pandemic. The two quantities can be related by a …

The number of corona virus (COVID-19) infections grows worldwide. In order to create short
term predictions to prepare for the extent of the global pandemic we analyze infection data …