Use of the unified decomposition of Taylor-Ito for system of the stochastic differential equations describing dynamics of epidemic
N. I. Ovsyannikova1
| Annotation | In work on the basis of the determined model of epidemic the stochastic model where subject it is considered to casual influence factor of growth of disease $\beta$ is under construction. For the numerical decision of the received system of the stochastic differential equations Taylor-Ito unified number is used. Dependence of deviations of trajectories of the indignant system on trajectories of the determined system on size of the indignant parametre $\sigma$ is traced. |
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| Keywords | the determined and stochastic models of epidemic, system of the stochastic differential equations, Taylor-Ito number, the indignant parametre. |
1The teacher of chair of applied mathematics, Northern Arctic Federal University; imaginary-aim@hotmail.com
Citation: N. I. Ovsyannikova, "[Use of the unified decomposition of Taylor-Ito for system of the stochastic differential equations describing dynamics of epidemic]", Zhurnal Srednevolzhskogo matematicheskogo obshchestva,12:4 (2010) 171–179 (In Russian)
