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If it helps for figuring out what names should be, you can think of A \ B = X being A * X = B, so the first dim of X is the second dim of A and the second dim of X is the second dim of B.
This is more of #3.
But these operation I always find hard to reason about.
It might be able to reuse the machinery for working out multiplciation names,
I am not sure
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