Polytopality criteria for the mix of polytopes and maniplexes
Polytopality criteria for the mix of polytopes and maniplexes
The mix of two maniplexes is the minimal maniplex that covers both. This construction has many important applications, such as finding the smallest regular cover of a maniplex. If one of the maniplexes is an abstract polytope, a natural question to ask is whether the mix is also a polytope. We describe here a general criterion for the polytopality of the mix which generalizes several previously-known polytopality criteria.
Gabe Cunningham、Isabel Hubard
数学
Gabe Cunningham,Isabel Hubard.Polytopality criteria for the mix of polytopes and maniplexes[EB/OL].(2025-06-24)[2025-07-25].https://arxiv.org/abs/2506.19334.点此复制
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