Kyungyong Lee

collaborators

2 papers

math.CO2024

Geometry of $C$ -vectors and $C$ -Matrices for Mutation-Infinite Quivers

Tucker J. Ervin, Blake Jackson, Kyungyong Lee +1

The set of forks is a class of quivers introduced by M. Warkentin, where every connected mutation-infinite quiver is mutation equivalent to infinitely many forks. Let $Q$ be a fork…

math.CO2024

An unexpected property of $g$ -vectors for rank 3 mutation-cyclic quivers

Jihyun Lee, Kyungyong Lee

Let $Q$ be a rank 3 mutation-cyclic quiver. It is known that every $c$ -vector of $Q$ is a solution to a quadratic equation of the form $$\sum_{i=1}^3 x_i^2 + \sum_{1\leq i…

Geometry of C-vectors and C-Matrices for Mutation-Infinite Quivers

An unexpected property of g-vectors for rank 3 mutation-cyclic quivers

Geometry of $C$ -vectors and $C$ -Matrices for Mutation-Infinite Quivers

An unexpected property of $g$ -vectors for rank 3 mutation-cyclic quivers