Eric Staron

collaborators

2 papers

math.GT2026

The $n$ -adjacency graph for knots

Marion Campisi, Brandy Doleshal, Eric Staron

A knot $K$ is called $n$ -adjacent to a knot $K^{'}$ if there is a set of $n$ crossing circles $C$ in $K$ so that a generalized crossing change at any nonempty subset of cross…

math.GT2011

Pretzel Knots with Unknotting Number One

Dorothy Buck, Julian Gibbons, Eric Staron

We provide a partial classification of the 3-strand pretzel knots $K = P (p, q, r)$ with unknotting number one. Following the classification by Kobayashi and Scharlemann-Thompson for…

The n-adjacency graph for knots

Pretzel Knots with Unknotting Number One

The $n$ -adjacency graph for knots