Editing Determinant (section)

===Transpose===
The determinant of the [[transpose]] of <math>A</math> equals the determinant of ''A'':
:<math>\det\left(A^\textsf{T}\right) = \det(A)</math>.
This can be proven by inspecting the Leibniz formula.<ref>{{harvnb|Lang|1987|loc=§VI.7, Theorem 7.5}}</ref> This implies that in all the properties mentioned above, the word "column" can be replaced by "row" throughout. For example, viewing an {{math|''n'' × ''n''}} matrix as being composed of ''n'' rows, the determinant is an ''n''-linear function.