L. Hoehn

collaborators

2 papers

math.GN2026

Planarity of compactifications of $R$ with arc-like remainder

Andrea Ammerlaan, Logan C. Hoehn

We show that if $X$ is an arc-like continuum, then any continuum which is the union of $X$ and a ray $R$ such that $X \cap R = \emptyset$ and $R ∖ R \subseteq X$ …

math.GN2025

Combinatorial $n$ -od covers of graphs

Logan C. Hoehn, Hugo Adrian Maldonado-Garcia

We introduce the notion of a combinatorial $n$ -od cover, for $n \geq 3$ , which is a tool that may be used to show that certain continua embedded in the plane are not simple $n$ -od-…

Planarity of compactifications of R with arc-like remainder

Combinatorial n-od covers of graphs

Planarity of compactifications of $R$ with arc-like remainder

Combinatorial $n$ -od covers of graphs