We'll talk about two methods for solving these beasties. Equations are eaiser tofind with smaller numbers. In Unit I, we will study ordinary differential equations (ODE's) involving only the first derivative. It is shown how to find all its quasi-homogeneous (self-similar) solutions by the support of the equation with the help of Linear Algebra computations. governed by systems of ordinary differential equations in Euclidean spaces, see [22] for a survey on this topic. On the other hand, discrete systems are more realistic. 3. Then numerical methods become necessary. First, the long, tedious cumbersome method, and then a short-cut method using "integrating factors". Ie 0
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