5 Reputation

3 Badges

11 years, 63 days

MaplePrimes Activity

These are questions asked by tanyad

Thank you for suggestions. The system in matrix form looks like z(k+1)=Az(k). The solution to that is z(k)=A^kz(0). Now, phase planes of the system would look different for different matrix A (specifically, eigenvalues of A). For example, for complex eigenvalues phase plane would look like a spiral. I'm having difficulties plotting those phase planes. It's easy for differential equation, but I'm not sure how to work with system of difference equation in Maple.


I have the system of two difference equations. I need to plot phase plane of (x(k), y(k)).

Page 1 of 1