TriThang Tran

collaborators

2 papers

math.NT2025

Convex Lattice Polygons with $k \geq 3$ Interior Points

Dana Paquin, Elli Sumera, Tri Tran

We study the geometry of convex lattice $n$ -gons with $n$ boundary lattice points and $k \geq 3$ collinear interior lattice points. We describe a process to construct a primitive la…

math.CO2024

Condensed Ricci Curvature on Paley Graphs and their Generalizations

Vincent Bonini, Daniel Chamberlin, Stephen Cook +2

We explore properties of generalized Paley graphs and we extend a result of Lim and Praeger by providing a more precise description of the connected components of disconnected gene…

Convex Lattice Polygons with k≥3 Interior Points

Condensed Ricci Curvature on Paley Graphs and their Generalizations

Convex Lattice Polygons with $k \geq 3$ Interior Points