activity
20112026
most citedThe a-numbers of Jacobians of Suzuki curves

14 citations · 24 across the 17 of their papers we have counts for

collaborators

19 papers

cs.CY2026

Simulating Single Transferable Voting for the Colorado House of Representatives

Nora Nelson Laird, Beth Malmskog, Iris Pixler +1

Social choice theory research demonstrates that single transferable voting (STV) results in more proportionally representative legislative bodies. We aim to understand how using mu…

math.NT2026

Computing Invariants of Artin-Schreier Curves

Juanita Duque-Rosero, Elisa Lorenzo García, Beth Malmskog +1

We present an algorithmic framework for computing generators for the ring of invariants of an Artin-Schreier curve. We give explicit invariants for almost all Artin-Schreier curves…

math.AG2026

Hierarchical Locally Recoverable Codes on surfaces

Carolina Araujo, Luana Costa, Beth Malmskog +4

We construct locally recoverable codes with hierarchy from surfaces in admitting a fibration by curves of Artin-Schreier or Kummer type. We derive the parameters of…

math.NT2024

Codes with Hierarchical Locality on Artin-Schreier Surfaces

Jennifer Berg, Beth Malmskog, Mckenzie West

In this article, we construct codes with hierarchical locality using natural geometric structures in Artin-Schreier surfaces of the form . Our main theorem describes…

math.NT2024

On invariants of Artin-Schreier curves

Juanita Duque-Rosero, Heidi Goodson, Elisa Lorenzo García +2

The main goal of this article is to expand the theory of invariants of Artin-Schreier curves by giving a complete classification in genus 3 and 4. To achieve this goal, we first es…

cs.IT2023

Mathematical LoRE: Local Recovery of Erasures using Polynomials, Curves, Surfaces, and Liftings

Kathryn Haymaker, Hiram H. López, Beth Malmskog +2

Employing underlying geometric and algebraic structures allows for constructing bespoke codes for local recovery of erasures. We survey techniques for enriching classical codes wit…