How do I solve the following equation for $R$:
$(G*R)\cdot(R-H)=L$
Where:
$R$: $n \times 1$ vector
$G$: an $n \times n$ matrix
$H$: $n \times 1$ vector
$L$: $n \times 1$ vector
And $\cdot$ represents the element by element matrix product or the pointwise product also known as the Hadamard product $*$ represents regular matrix product.