activity
20222026
collaborators

6 papers

math.AG2026

Lifting Prym Divisors on a Bielliptic Loop of Loops

Phew Aung, Eric Burkholder, Joan Dalton +5

Let be a bielliptic curve over an algebraically closed nonarchimedean field of odd characteristic or characteristic zero, and let be an étale dou…

physics.ed-ph2026

Active Learning vs Traditional Lecturing in Introductory Mechanics: A Pooled Pass-Rate Benchmark Under Common Departmental Assessments from a Latin American Institutional Change Initiative

Isaac Pérez Castillo, Lidia Jiménez Lara, Orlando Guzman +6

Improving student success in introductory physics remains a persistent challenge despite substantial progress from research-based instructional practices. Evidence from the Latin A…

math.AG2025

Relating Different Definitions of Linear Series on Tropical Curves

Eric Burkholder

We investigate relationships among several recent notions of linear series on tropical curves, including tropical linear series, strongly recursive tropical linear series of Farkas…

math.CO2025

Refined Brill-Noether Theory for Complete Graphs

Haruku Aono, Eric Burkholder, Owen Craig +3

The divisor theory of the complete graph is in many ways similar to that of a plane curve of degree . We compute the splitting types of all divisors on the complete graph…

math.GT2023

Linking number of monotonic cycles in random book embeddings of complete graphs

Yasmin Aguillon, Eric Burkholder, Xingyu Cheng +5

A book embedding of a complete graph is a spatial embedding whose planar projection has the vertices located along a circle, consecutive vertices are connected by arcs of the circl…

math.CO2022

The Game of Cycles for Grids and Select Theta Graphs

Christopher Barua, Eric Burkholder, Gabriel Fragoso +1

We are investigating who has the winning strategy in a game in which two players take turns drawing arrows trying to complete cycle cells in a graph. A cycle cell is a cycle with n…