I have a Image processing application in which I have a Matrix equation as below:
$A \cdot R=I$
where,
$A = 3 \times 3$ matrix (Constants)
$R = 3 \times 1$ matrix (Column Vector) Lets call this as actual output.
$I = 3 \times 1$ matrix . Lets call $I$ as Ideal output
I know the values of matrix $I$, and $R$. I have to find what matrix $A$, if post multiplied by $R$ would give me matrix $I$.
How can I set his situation up in matrix algebra and solve it compute $A$?
Any pointers would be helpful.
Thank You.
-AD.