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Hypergraphs are generalizations of graphs, where edges can be made of more than two vertices.
2
votes
Does an $(x, bx)$-biregular graph always contain a $x$-regular bipartite subgraph?
Here is a heuristic reason why such a claim cannot hold. I cannot make the claim rigorous as I don't know enough about random biregular bipartite graphs.
If the claim indeed holds, then for any $(x, b …
11
votes
0
answers
194
views
Number of triangle-free graphs with prescribed number of edges
Conjecture: Let $G$ be the $3$-uniform linear hypergraph whose vertex set is $\binom{[n]}{2}$, and whose edge set is $\{\{i,j\},\{j, k\}, \{k, i\}\}$ for distinct $i,j,k\in [n]$. …