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Hello! My name is Allison Wang (they/she), and I am a Hedrick Math Fellow at UCLA. I am working with Anton Bernshteyn.
I completed my PhD in 2026 at Carnegie Mellon University under the supervision of Clinton Conley. While there, I was an organizer of CMU AWM (Association for Women in Mathematics), which also hosts Student Events for Diversity in Mathematics, and of the weekly Graduate Student and Postdoc Seminar.
Email: ayw [at] math [dot] [university] [dot] edu
Office: MS 6220
Publications:
Complexity of codes for Ramsey positive sets. [arXiv][journal]
Notre Dame Journal of Formal Logic. Vol. 66, No. 3, 313-322, 2025.
Every CBER is smooth below the Carlson-Simpson generic partition. With Aristotelis Panagiotopoulos. [arXiv][journal]
Fundamenta Mathematicae. Vol. 262, No. 1, 85-103, 2023.
Differential polynomial rings in several variables over locally nilpotent rings. With Fei Yu Chen and Hannah Hagan. [journal]
International Journal of Algebra and Computation. Vol. 30, No. 1, 117-123, 2020.
On skew polynomial rings over locally nilpotent rings. With Fei Yu Chen and Hannah Hagan. [journal]
Communications in Algebra. Vol. 47, No. 3, 1102-1104, 2019.
Teaching:
Summer 2025: TA for Algebra Boot Camp for PhD students
Spring 2024: Lead TA for 21-127 (Concepts of Mathematics)
Fall 2023: TA for 21-127 (Concepts of Mathematics)
Notes:
Note on compactly graphable CBERs [last revised March 2026]
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