TL;DR
This paper proves that freehedra possess the combinatorial property of shortness, distinguishing them from associahedra, which do not share this property.
Contribution
It establishes the combinatorial property of shortness for freehedra, a novel result in the study of these polytopes.
Findings
Freehedra are proven to be short.
Associahedra are not short.
The property of shortness is characterized for freehedra.
Abstract
We prove the combinatorial property of shortness for freehedra. Note that associahedra, a sibling family of polytopes, are not short.
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