Every 0/1-polytope admits a unique Minkowski decomposition into indecomposable summands in orthogonal subspaces and is therefore the Cartesian product of indecomposable 0/1-polytopes.
uller and Hans G \
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Indecomposability of 0/1-polytopes
Every 0/1-polytope admits a unique Minkowski decomposition into indecomposable summands in orthogonal subspaces and is therefore the Cartesian product of indecomposable 0/1-polytopes.