I am trying to solve for X the following: $XA + B(X \otimes Y)Q=C$ is there a closed form solution to this? Thank you in advance. Note: How I can derive $B(X \otimes Y)Q$ with respect to X and then find the closed form of $XA + \frac{dX}{d B(X\otimes Y)Q} B(X\otimes Y)Q=C$
Note: This problem is part of optimization problem-solving iteratively the proposed equation is the result of the derivation of the previous problem, What I need now is to isolate the variable X to be as X =... in term of other matrices to be used to update the X variable