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10 votes

How many triangulations of the genus $g$ surface on $n$ vertices?

I don't think a nice asymptotic formula like the one you've mentioned from Tutte's work is available for higher $g$ to the best of my understanding; it is entirely possible that someone who regularly …
Vidit Nanda's user avatar
  • 15.5k
2 votes

Morse matching with 0-cells and (n-1)-cells

Based on the comments under the question, it seems that the real question is as follows: Let $P$ be a finite poset whose maximal chains have length $\leq n+1$ for some strictly positive $n \in \ma …
Vidit Nanda's user avatar
  • 15.5k
1 vote

Combinatorial Morse functions and random permutations

While the original question regarding permutations is interesting, it is not true that combinatorial Morse functions are hard to construct algorithmically on regular CW complexes. Much work has gone i …
Vidit Nanda's user avatar
  • 15.5k