Rotaviruses

McNeal, Monica; Bernstein, David I.

doi:10.1007/978-1-4899-7448-8_30

Cited by 5 publications

(1 citation statement)

References 294 publications

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“…The main method of transmission is when the virus enters another person's mouth through the infected person's feces [6,7]. Fever, nausea, vomiting, stomach pains, and frequent watery diarrhoea are some of its manifestations, which can persist up to eight days [8][9][10]. There are seven different types of rotavirus, denoted by the letters A through G. Species A, B, and C are the most frequent to infect humans, with A being the most prevalent.…”

Section: Introductionmentioning

confidence: 99%

Crossover Dynamics of Rotavirus Disease under Fractional Piecewise Derivative with Vaccination Effects: Simulations with Real Data from Thailand, West Africa, and the US

et al. 2022

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Many diseases are caused by viruses of different symmetrical shapes. Rotavirus particles are approximately 75 nm in diameter. They have icosahedral symmetry and particles that possess two concentric protein shells, or capsids. In this research, using a piecewise derivative framework with singular and non-singular kernels, we investigate the evolution of rotavirus with regard to the effect of vaccination. For the considered model, the existence of a solution of the piecewise rotavirus model is investigated via fixed-point results. The Adam–Bashforth numerical method along with the Newton polynomial is implemented to deduce the numerical solution of the considered model. Various versions of the stability of the solution of the piecewise rotavirus model are presented using the Ulam–Hyres concept and nonlinear analysis. We use MATLAB to perform the numerical simulation for a few fractional orders to study the crossover dynamics and evolution and effect of vaccination on rotavirus disease. To check the validity of the proposed approach, we compared our simulated results with real data from various countries.

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