General Letters in Mathematics

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Optimal models for estimating future infected cases of COVID-19 in Oman

Ahmed Al-Siyabi , Mehiddin Al-Baali , Anton Purnama

The recent coronavirus disease 2019 (COVID-19) outbreak is of high importance in research topics due to its fast spreading and high rate of infections across the world. In this paper, we test certain optimal models of forecasting daily new cases of COVID-19 in Oman. It is based on solving a certain nonlinear ...

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Analysis of the spread of COVID-19 in Morocco based on a SEIR epidemic model

Moulay Rchid Sidi Ammi , Mostafa Tahiri

Fractional calculus has been widely used in mathematical modeling of evolutionary systems with memory effect on dynamics. In order to illustrate the efficiency of this non-integer order calculus, we employ SEIR models to model the dynamics, with and without memory, of the spread of Covid-19 in Morocco ...

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Forecasting of Covid-19 deaths in South Africa using the autoregressive integrated moving average time series model

Musyoka Kinyili , Maurice Wanyonyi

Covid-19 epidemic continues to escalate globally posing life threats to humans. Time series modeling plays a key role for the prediction of data-driven scenarios. A case for Covid-19 pandemic future numbers occurrence is one of the open forecasting scenario for application of the time series modeling. ...

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Estimating Regression Coefficients using Bootstrap with application to Covid-19 Data

Rojeen Taha Ahmad , Shelan Saied Ismaeel

The linear regression model is often used by researchers and data analysts for predictive, descriptive, and inferential purposes. When working with empirical data, this model is based on a set of assumptions that are not always satisfied. In this situation, using more complicated regression algorithms ...

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