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simplicial mapping (Definition)

Let $ K$ and $ L$ be simplicial complexes and $ f: K \to L$. If for each simplex $ \sigma^n$ of $ K$, we have that $ f(\sigma^n)$ is a simplex of $ L$, then $ f$ is said to be a simplicial mapping.



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Also defines:  simplicial map
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Cross-references: simplicial complexes
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This is version 2 of simplicial mapping, born on 2007-04-08, modified 2007-04-08.
Object id is 9167, canonical name is SimplicialMapping.
Accessed 881 times total.

Classification:
AMS MSC: 55U10 (Algebraic topology :: Applied homological algebra and category theory :: Simplicial sets and complexes)
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