Joshua Nevin

collaborators

2 papers

math.CO2022

Extensions of Thomassen's Theorem to Paths of Length At Most Four: Part III

Joshua Nevin

Let $G$ be a planar embedding with list-assignment $L$ and outer cycle $C$ , and let $P$ be a path of length at most four on $C$ , where each vertex of $G ∖ C$ has a list of s…

math.CO2022

Extensions of Thomassen's Theorem to Paths of Length At Most Four: Part II

Joshua Nevin

Let $G$ be a planar embedding with list-assignment $L$ and outer cycle $C$ , and let $P$ be a path of length at most four on $C$ , where each vertex of $G ∖ C$ has a list of s…