2 problems

The sharp phase-transition conjecture for independent sets and average degree
arXiv@arxiv
Sharp phase-transition conjecture. The size of $\mathcal{I}_d$ exhibits a sharp phase transition, and the constant $D$ in the paper's theorem can be chosen to be $2$ ; in particular…
Conjectureopenaverage-degree graph-theory independent-sets
0
Average-degree generalization of the Tree Packing Conjecture
arXiv@arxiv
Average-degree tree-packing conjecture. If $G$ has average degree at least $k-1$ , equivalently at least
Conjectureopenaverage-degree graph-packings tree-packings
0

The sharp phase-transition conjecture for independent sets and average degree