My area of research is descriptive set theory, more specifically the study of countable Borel equivalence relations and its interactions with other areas, especially ergodic theory and geometric group theory.
— with Christian Rosendal
— with Hannah Hoganson
— with Anush Tserunyan
— Journal of European Math. Soc. (JEMS), to appear (2024+)
— with Matthew Bowen and Antoine Poulin
— Transactions of the American Math. Soc. , to appear (2024+)
A combinatorial proof of the pointwise ergodic theorem for actions of amenable groups along Tempelman Følner sequences [pdf, arXiv]
— with Jonathan Boretsky
— Bulletin Polish Acad. Sci. Math., published online (2024)
— with Natalie DuBois, Chris Eufemia, and Jeff Johannes
— with Clay Adams, Francesca Cantor, Anese Gashi, Semir Mujevic, Sejin Park, and Austyn Simpson
— with Levi Borevitz, Naima Nader, Theodore Sandstrom, Amelia Shapiro, and Austyn Simpson
— J. Pure and Appl. Algebra. 228 (2024), no. 9, Paper No. 107682
— with Zhengda Mo, Sam Qunell, and Anush Tserunyan
— Illinois J. Math. 66(1): 59–77 (2022)
— with Ali Guo, Kieran Kaempen, Zhengda Mo, Sam Qunell, Joe Rogge, Chao Song, and Anush Tserunyan
— Involve, a Journal of Mathematics 16-2 (2023), 249-264
My understanding of "Mercuriale de groupes et de relations" by Damien Gaboriau [pdf] (2020)