The
of the constituents of the conditional
\[\begin{equation*} P \implies Q \end{equation*} \]
in the form
\[\begin{equation*} \lnot Q \implies \lnot P, \end{equation*} \]
which, unlike the converse and inverse, is
that is
\[\begin{equation*} (P \implies Q) \equiv (\lnot Q \implies \lnot P) \end{equation*} \]