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Consider the system of ordinary differential equations.
for the system of ordinary differential equations.
for an infinite system of ordinary differential equations (see [21]).
for an infinite system of ordinary fractional differential equations.
(42) for an infinite system of ordinary differential equations.
for a finite system of ordinary fractional differential equations.
This in all will produce a system of ordinary differential equations (SODEs) for the coefficients.
by elementary operations can be reduced to a system of ordinary differential equations, are known.
It is straightforward to solve this system of ordinary differential equations numerically.
We illustrate our results by the example of a nonlinear dynamical system of ordinary differential equations.
By the way, (4) is a system of ordinary linear dynamic equations of first order.
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