Lower middle perversity
= Lower middle perversity
{title2=$\bar m(k)=\lfloor(k-2)/2\rfloor$}
The <lower middle perversity> is $\bar m(k)=\lfloor(k-2)/2\rfloor$. The complementary <upper middle perversity> is $\bar n(k)=\lceil(k-2)/2\rceil$, and $\bar m(k)+\bar n(k)=k-2$. They agree at even codimensions.