Can you help me to solve coupled matrix (differential) equation?
whats the problem?
take derivative of the row one by one repeating the other rows as they are. so for an nxn matrix you will have n matices in its derivative
if you do ever come back; the solution is a linear combination of the eigenvalues and eigenvectors such that: sol: c1*e^(eval1*t)*[evec1] + c2*e^(eval2*t)*[evec2] where the eigenvalue and eigenvector pairs are based on your coefficient matrix.
Thanks for replying. For your information, this is my first time join this group.. and also my first time in my study dealing with "coupled matrix equation". for now i does not grab the step on how to solve it. further i need to deal with "the solution for fractional coupled matrix differential equation". but need to understand the solution for "coupled matrix differential equation" first.
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