I want to know about dynamical systems which have this matrix differential equation:
d/dt(X)=AX+XB
Hi Mohammadreza ,
Assuming you mean
X' = AX + BX
and A and B are constants,
then
X' = X(A+B).
Let A+B = C,
X' = CX.
This is exponential growth/decay.
https://www.khanacademy.org/science/biology/ecology/population-growth-and-regulation/a/exponential-logistic-growth
Is this what you were asking? If not please clarify.
Best,
Robert
I appreciate to your response
but I want to know about the application of d/dt(X)=AX+XB
and this equation could be solved by using kronecker product.
Thank you so much.
As I said, I want to know about some systems that have this equation in their nature.
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