Conformable matrix

A matrix in mathematics is conformable if its dimensions are suitable for some operation (addition, multiplication, etc.). In order to be conformable to addition, matrices need to have the same dimension, so that in

$A+B=C$,

A, B and C all have to have the same $m\times n$ dimension. For multiplication, in the formula

$A*B=C$,

if A has dimension $m\times n$, then B has to be $n\times p$ for some p, giving C as $m\times p.$

See also

• Linear algebra