Convert an ode system to vectorfield notation
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equivalent. For details and examples, see
The initial value problem: a list or a set of equations involving univariate function calls y1(t), y2(t) etc.
The differential equations must be quasi-linear: the highest derivative
of each of the dependent functions y1(t), y2(t) etc.
must enter the equations linearly.
The vector of the dynamical system equivalent to
f, t0, Y0.
These data represent the dynamical system
the initial condition Y(t0)
= Y0 equivalent
IVP. The vectorfield
a numerical expression representing the initial ‘time',
Y0 is a list of numerical
expressions representing the components of the initial vector Y0.