Adds simplicial sets #2
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- Builds a Delta-complex by inductively adding faces of hyperedges and computing face maps. - Without vertex multiplicities, results in a simplicial complex (independent of orientation). - Consecutive vertex multiplicities are interpreted as degeneracies, yielding a simplicial set. - Hyperedge multiplicities are flattened by default, but can optionally produce a multi-simplicial set with multi-valued face/degeneracy maps.
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Builds a Delta-complex by inductively adding faces of hyperedges and computing face maps.
Without vertex multiplicities, results in a simplicial complex (independent of orientation).
Consecutive vertex multiplicities are interpreted as degeneracies, yielding a simplicial set.
Hyperedge multiplicities are flattened by default (can optionally produce multi-valued face/degeneracy maps)