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In geometry, an omnitruncation of a convex polytope is a simple polytope of the same dimension, having a vertex for each flag of the original polytope and a facet for each face of any dimension of the original polytope. Omnitruncation is the dual operation to barycentric subdivision. Because the barycentric subdivision of any polytope can be realized as…
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uniform truncation diagram displaystyle coxeter-dynkin cantellation application operations runcination polytope regular polytopes sterication barycentric subdivision polygons ordinary 2p polyhedra 3-polytopes
| Subject | Predicate | Object | Confidence | Src |
|---|---|---|---|---|
| Omnitruncation | is a | dual operation to barycentric subdivision | 0.90 | text |
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