Amelia Stokolosa

Research Interests

My current research interests are in discrete harmonic analysis, additive combinatorics, and quasilinear dispersive equations. Previously, my research focused on the study of multi-parameter singular integrals on graded Lie groups using tools from PDEs and Operator Algebra theory.

Publications and Preprints

• Alex Burgin, Anastasios Fragkos, David Kruzel, Michael Lacey, A.S. "Reasonable bounds for Restricted Polynomial Progressions in \(\mathbb{F}^n_p\)" (2026) preprint. pdf
• Anastasios Fragkos, Hamed Mousavi, A.S. "Polynomial Ergodic Averages Along Short Intervals" (2026) Submitted. pdf
• A.S. "Tame algebra estimates for product and flag kernels on graded Lie groups." (2024) Submitted. pdf
• A.S. "Inverses of Product Kernels and Flag Kernels on Graded Lie Groups." (2026) J. Math. Anal. Appl. pdf

Study guide

• Martin Hsu, Fred Yu-Hsiang Lin, A.S. "A study guide for "Trilinear smoothing inequalities and a variant of the triangular Hilbert transform."" pdf