Flag multiresolutions: T1, paraproducts and commutators (with K. Li and H. Martikainen). arXiV 2609.38092. Under review
On volume vectors determined by hypergraphs in thin subsets of Euclidean space (with T. Borges, Y. Ou, E. Palsson, and F. Romero-Acosta). arXiv 2607.00153. Under review
Falconer-type results for any finite graph with multiple pins (with T. Borges, Y. Ou, E. Palsson, and F. Romero-Acosta). arXiv 2603.01954. Under review
Propagation of smallness near codimension 2 for gradients of harmonic functions (with J. Gallegos). arXiv 2508.21214. Under review
Nonempty interior for pinned distance and tree sets (with T. Borges, Y. Ou, and E. Palsson). Adv. Math. 493 (2026).
Results on gradients of harmonic functions on Lipschitz surfaces. Calc. Var. PDE. 64 (2025).
Sobolev smoothing estimates for bilinear maximal operators with fractal dilation sets (with T. Borges and Y. Ou). J. Funct. Anal. 288 (2025).
Bounds for lacunary bilinear spherical and triangle maximal operators (with T. Borges). J. Fourier Anal. Appl. 30, 55 (2024).
Sparse bounds for the bilinear spherical maximal function (with T. Borges, Y. Ou, J. Pipher, and Z. Zhou). J. Lond. Math. Soc. (2) 107 (2023), no. 4, 1409–1449.
The inhomogeneous wave equation with L^p data. Proc. Amer. Math. Soc. 148 (2020), no. 10, 4479–4490.
Polynomial bounds on the critical set of harmonic functions (with J. Greilhuber, E. Malinnikova and F. Nazarov)
Improved bounds on volumes of simplices determined by thin subsets of Euclidean space (with T. Borges, A. Iosevich, Y. Ou and E. Palsson