Modeling of stochastic systems of differential equations with variable delays

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In the paper, a problem of using of the Monte Carlo method for numeric modeling of nonlinear systems of stochastic differential equations with variable delays is considered, Some examples of analysis of different systems are demonstrated. We compare results for linear systems with piecewise constant delays that were obtained by the method under consideration and the scheme of phase space extension. Computational algorithms were realized by the computer algebra package Mathernatica language.

Modeling, linear system, stochastic differential equation, delay, nonlinear system, random fluctuation, wiener process, method of monte carlo, the method of phase space extension

Короткий адрес: https://sciup.org/14729802

IDR: 14729802

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