Given two boolean matrices $A$ and $B$ over some common dimensions one can form an order via $A\leq B\iff \forall i,j(A_{i,j}\leq B_{i,j})$ under this order, what would the matrix $A$ be called in reference to $B$? Would it be okay to say "$A$ is less then or equal to $B$", when using only logical matrices?
Or does this order have a specific name (for instance might I say "$A$ is a cousin of $B$" or something like "$A$ is component wise less then or equal to $B$" (under the $\land$/$\lor$ lattice)?
Equivalently this is the partial order labeled $U$ found here: https://en.wikipedia.org/wiki/Logical_matrix#Lattice