Definition of Conformable:
Conformable is generally used in conjunction with matrices. A matrix may not have the right dimension or shape to fit into some particular
operaton with another matrix. Take matrix addition -- the matrices are
supposed to have the same dimensions to be summed. If they don't, we can say
that they are not conformable for addition. The most common application of
the term comes in the context of multiplication. Multiplying an M x N matrix
A by an R x S matrix B directly can only be done if N=R. Otherwise the
matrices are not conformable for this purpose. If instead M=R, then the
intended operation may be to take the transpose of A and multiply it by B.
This operation would properly be denoted A'B, where the prime denotes the
transpose of A.
(Econterms)
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