Numerical Solution of Initial-Value Problems
Once we assume an initial number of foxes and rabbits (i.e. initial values for z and y), we can then solve this system to plot z and y as a function of time. To do this, we need a Runge-Kutta algorithm for two coupled equations. This algorithm is: The Matlab file to define the equations for this case is: function f=rkfunc(t,w) y=w(1); z=w(2); ................
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