A mathematical model is investigated to analyze the biological interactionsbetween the immune system and SARS-CoV (within host).Homotopy Perturbation Method is executed to obtain an analyticalsolution to the non-linear system of ordinary differential equations.Graphical illustration to these solutions is also presented. The reliabilityand the simplicity of the aforementioned method is studiedthrough the comparison between the numerical and graphical results.This comparison aids the better understanding of the disease dynamicsand also the establishment of probable strategies for the treatmentof COVID-19
Mathematical models of the COVID-19 pandemic have been utilized in a variety of settings as a core c...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
This paper is to analyze Susceptible-Exposed-Infectious-Recovered (SEIR) COVID-19 pandemic model. In...
SARS-CoV-2 has emerged to cause the outbreak of COVID-19, which has expanded into a worldwide human ...
The aim of this work is to provide a new mathematical model that studies transmission dynamics of C...
Computational modeling and simulation of viral dynamics would explain the pathogenesis for any virus...
SARS-CoV-2 infection represents a global threat to human health. Various approaches were employed to...
This article discusses the solution to the non-linear differential equation system for the spread of...
The emergence of novel RNA viruses like SARS-CoV-2 poses a greater threat to human health. Thus, the...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
While many epidemiological models were proposed to understand and handle COVID-19 pandemic, too litt...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
A calibrated mathematical model of antiviral immune response to SARS-CoV-2 infection is developed. T...
The Coronavirus Disease (COVID-19), the outbreak of which emerged from the Wuhan city of China, is a...
Mathematical models of the COVID-19 pandemic have been utilized in a variety of settings as a core c...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
This paper is to analyze Susceptible-Exposed-Infectious-Recovered (SEIR) COVID-19 pandemic model. In...
SARS-CoV-2 has emerged to cause the outbreak of COVID-19, which has expanded into a worldwide human ...
The aim of this work is to provide a new mathematical model that studies transmission dynamics of C...
Computational modeling and simulation of viral dynamics would explain the pathogenesis for any virus...
SARS-CoV-2 infection represents a global threat to human health. Various approaches were employed to...
This article discusses the solution to the non-linear differential equation system for the spread of...
The emergence of novel RNA viruses like SARS-CoV-2 poses a greater threat to human health. Thus, the...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
While many epidemiological models were proposed to understand and handle COVID-19 pandemic, too litt...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
A calibrated mathematical model of antiviral immune response to SARS-CoV-2 infection is developed. T...
The Coronavirus Disease (COVID-19), the outbreak of which emerged from the Wuhan city of China, is a...
Mathematical models of the COVID-19 pandemic have been utilized in a variety of settings as a core c...
The scientific community is focused on developing antiviral therapies to mitigate the impacts of the...
This paper is to analyze Susceptible-Exposed-Infectious-Recovered (SEIR) COVID-19 pandemic model. In...