Publications: 1. Both Direct and Indirect Evidence Contribute to Dative Alternation Preferences in Language Models, COLM, 2025; 2. BERT’s Insights Into the English Dative and Genitive Alternations, SCiL, 2024; 3. Random Space-Time Sampling and Reconstruction of Sparse Bandlimited Graph Diffusion Field, Journal of Fourier Analysis and Applications, 2025; 4. Space-Time Variable Density Samplings for Sparse Bandlimited Graph Signals Driven by Diffusion Operators, ICASSP, 2023.
Research Experience
Worked with Professor Sui Tang on applying compressed sensing theory to graph signal processing at UCSB; Completed a senior thesis with Professor Simon Todd on extracting and analyzing BERT’s preferences for English dative and genitive alternations.
Education
Ph.D. in Linguistics from The University of Texas at Austin, 2024 - Present, Advisor: Kyle Mahowald; B.S. in Mathematics from the University of California, Santa Barbara, 2020 - 2024, worked with Professor Sui Tang on applying compressed sensing theory to graph signal processing and completed a senior thesis with Professor Simon Todd on extracting and analyzing BERT’s preferences for English dative and genitive alternations.
Background
Research interests: How language models learn and exhibit complex linguistic and cognitive behaviors. Specialization: Computational Linguistics. Background: A second-year Ph.D. student in the UT Austin Computational Linguistics group, advised by Professor Kyle Mahowald. Studies are funded by the Harrington Fellowship.