RTG at The Ohio State University
"Arithmetic, Combinatorics, and Topology of Algebraic Varieties"
Publications
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Preprints
- Ian Cavey, Hugh Dennin and Bridget Eileen Tenner: Pattern expansions of permutation statistics (2026). Preprint available on arXiv.
- Katelynn Huneycutt, Samantha Sandberg-Clark and Liz Vivas: A non-autonomous model for parabolic implosion (2026). Preprint available on arXiv.
- William Newman: Chow rings of moduli spaces of genus 0 curves with collisions (2026). Preprint available on arXiv.
- Martin Bishop and William Newman: Tame nodeal stacky curves (2025).
Preprint available on arXiv.
- William Newman: The first Chow groups of M_1,n for n ≤ 4. (2025). Preprint available on arXiv.
- Hugh Dennin: Derivatives of padded Schubert polynomials through pipe dreams. Preprint available on arXiv.
- Kyle Binder: The singular cohomology ring of a uniform matroid: combinatorics and Lefschetz properties (2026). Preprint available on arXiv.
- Adrian Neff and Jonathan Wise: Residues and Gorenstein contractions of genus one curves (2025). Preprint available on arXiv.
- Hugh Dennin: Cauchy identities for Grothendieck polynomials and a dual RSK correspondence through pipe dreams (2025). Preprint available on arXiv.
- Tyler Genao, Tristan Phillips, Fredderick Saia, Tim Santens, and John Yin: Counting points on some genus zero Shimura curves (2025). Preprint available on arXiv.
- Richard Haburcak: Brill-Noether loci in genus ≤ 12 (2025). Preprint available on arXiv.
- Jake Huryn, Kiran Kedlaya, Christian Klevdal, and Stefan Patrikis: Compatibility of F-isocrystals on adjoint Shimura varieties (2025). Preprint available on arXiv
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Jake Huryn and Yifei Zhang: Transport of Zariski-density in compatible collections of G-representations (2025). Preprint available on arXiv.
- Kyle Binder: The singular cohomology ring of a metroid (2024). Preprint available on arXiv.
- Kyle Binder and Eric Katz: The unipotent tropical fundamental group (2024). Preprint available on arXiv.
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Dissertations
For a list of PhD Dissertations awarded by the OSU Mathematics Department, including those supported by this grant, see this link.
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The Ohio State University, Department of Mathematics, 231 W. 18th Avenue, Columbus, OH, 43210, USA.
Any opinions, findings, and conclusions or recommendations expressed in this material are those of the author(s), and do not necessarily reflect the views of the National Science Foundation.