Matrix Properties

lodeous

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Joined
Oct 21, 2013
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Hello,
I am wondering if there is some computable property of a Matrix A that you could use to operate (preferably multiply) on a second Matrix B to make Matrix C, and then calculate that same property from B and multiply it to A to also get C?
Here is another way of writing my (very confusing to verbally ask) question:
I have two matrices, A and B
is their any property/operation op(matrix) that would do this:
op(A) * B = C
op(B) * A = C
I don't care if the "*" is "+" ,"-", or some other binary operation on a matrix.
 
I assume you need "Op" to work for arbitrary matrices. In that case, I am not sure about multiplication but addition, sure. Op can be the identity transformation. Since addition is commutative it's trivial.
 
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