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A family of subsets with a "gluing" property
Somewhat in line with this previous MathOverflow question:
I'm looking at a combinatorial structure consisting of a finite set $S$ of objects, and a family $F$ of designated subsets of $S$. We call e …
8
votes
What are interesting families of subsets of a given set?
I rather like (abstract) simplicial complexes. A simplicial complex is a family of sets which is closed under taking subsets: $X\in\mathcal{F}$ and $Y \subset X$ implies $Y\in\mathcal{F}$.
You might …