Education
Ohio State University
Columbus, Ohio
August 2023 – May 2028 (expected)
PhD Student in Mathematics
Truman State University
Kirksville, Missouri
August 2018 – May 2022
Bachelors of Science in Mathematics and Computer Science
Publications and Preprints
Beauregard, T., Xia, J., Rosulek, M., Finding One Common Item, Privately
2022
In: Galdi, C., Jarecki, S. (eds) Security and Cryptography for Networks. SCN 2022. Lecture Notes in Computer Science, vol 13409. Springer, Cham.
(eprint, proceedings)
Devlin, P., Meger, E., Raz, A., Polymath REU Participants (including Tyler Beauregard), The Explorer-Director Game on Graphs
2021
Preprint only (arxiv)
Research Experience
REU in Mathematics and Theoretical Computer Science, Oregon State University
Summer 2021
Developed new protocols for variations of the private set intersection problem in cryptography. Resulted in a peer-reviewed publication.
Explorer-Director Game, Polymath REU
Summer 2020
Collaborated on results about the explorer-director game on graphs. Presented at the Young Mathematicians Conference.
Conference Talks
Finding One Common Item, Privately
September 2022
Security and Cryptography for Networks: 13th International Conference.
Presented on research on the private set intersection (PSI) problem in cryptography. Proposed new secure 2-party protocols (which we called FOCI) for multiple variants of PSI. Accompanied by publication in conference proceedings.
Optimal Strategies for the Explorer-Director Game
Young Mathematicians Conference
August 2020
Presented with a co-researcher from the Polymath REU on strategies for playing the explorer-director game on graphs. Discussed algorithms important for computationally solving the game both in general and in special cases.
Restrictions on Mondrian Puzzle Solutions
Truman State University Math Colloquium
October 2019
Presented independent research into the Mondrian art problem and the existence of a zero-defect solution. Explored techniques, both geometric and number-theoretic, to place restrictions on these solutions, if they exist. Related this problem to a broader problem of Blanche dissections and its connection to graph theory.
Technical Strengths
Python, C, C++, JavaScript, HTML5, LaTeX
Honors and Awards
Outstanding Student in Mathematics, Truman State University
2022
Work Experience
A.T. Still University, Biomedical Research Intern
August 2022 – Present
Creating programs to process 3D medical data, optimizing data pipelines.
Truman State University, Calculus Tutor
August 2019 – May 2022
Tutored students in calculus-related topics.