UW Combinatorics and Geometry Seminar: Julie Curtis

Tadao Oda conjectured that every smooth polytope, in any dimension, has the Integer Decomposition Property. Beck et al. previously showed that smooth polytopes which are both 3-dimensional and centrally symmetric have this property. We show this result for different subclasses of polytopes: smooth combinatorial cubes of any dimension and 3-dimensional pseudo-prisms.