Given a polytope $P$, what do the points of the secondary polytope correspond to?
I know that the vertices of the secondary polytope correspond to triangulations of $P$. But what do the interior points of the secondary polytope correspond to?
Given a polytope $P$, what do the points of the secondary polytope correspond to?
I know that the vertices of the secondary polytope correspond to triangulations of $P$. But what do the interior points of the secondary polytope correspond to?