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Last published 2020
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Refreshed 2026-10-08

Jeffrey Beyerl

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University of Central Arkansas

Also affiliated: Clemson University (2010–2013)

3 h-index 12 pubs 21 cited

Research Areas

OverviewAI-generated summary

Jeffrey Beyerl's research interests include number theory, specifically focusing on the properties of eigenforms and their divisibility. He has investigated products of nearly holomorphic eigenforms and the divisibility of one eigenform by another. His work also extends to graph theory, with publications on interval graphs, including those with containment restrictions and improper interval graphs with corresponding minimal forbidden interval subgraphs. Beyerl has also explored algebraic number theory, examining binary quadratic forms over polynomial rings and principal ideal domains. His scholarship metrics indicate a total of 11 publications with 21 citations and an h-index of 3.

Metrics

  • h-index: 3
  • Publications: 12
  • Citations: 21

Selected Publications

  • Rankin-Cohen brackets of eigenforms and modular forms (2020)
    Journal of Number Theory DOI OpenAlex
  • Stability of Critical p-Improper Interval Graphs (2019)
    arXiv (Cornell University) DOI OpenAlex
  • Improper Interval Graphs and the Corresponding Minimal Forbidden Interval Subgraphs (2015)
    arXiv (Cornell University) 1 citation DOI OpenAlex

View all publications on OpenAlex →

Collaboration Network

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