Gabriel Verret

most citedCounterexamples to "A Conjecture on Induced Subgraphs of Cayley Graphs" [arXiv:2003.13166]

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.CO2020★ 1 cited

Counterexamples to "A Conjecture on Induced Subgraphs of Cayley Graphs" [arXiv:2003.13166]

Florian Lehner, Gabriel Verret

Recently, Huang gave a very elegant proof of the Sensitivity Conjecture by proving that hypercube graphs have the following property: every induced subgraph on a set of more than h…

math.CO2015

On $2$ -arc-transitive graphs of order $k p^{n}$

Luke Morgan, Eric Swartz, Gabriel Verret

We show that there exist functions $c$ and $g$ such that, if $k$ , $n$ and $d$ are positive integers with $d > g (n)$ and $Γ$ is a $d$ -valent $2$ -arc-transitive graph of order $k p^{n}$ …

Counterexamples to "A Conjecture on Induced Subgraphs of Cayley Graphs" [arXiv:2003.13166]

On 2-arc-transitive graphs of order kpn

On $2$ -arc-transitive graphs of order $k p^{n}$