Profiles:
,
0000-0002-9086-5758
Research
- A lower estimate on the square function of an indicator set, with Michael T. Lacey
Submitted to Proceedings of the AMS - Improving and Maximal Inequalities for Primes in Progressions, with Michael Lacey, Hamed Mousavi, and Yaghoub Rahimi.
Banach J. Math. Anal. 16, 42 (2022). doi, ArXiv - Averaging with the divisor function: $\ell ^p$ improving and sparse bounds.
Rocky Mountain J. Math. 52(6): 2027-2039 (2022). doi, ArXiv
Other
- Presentation "Improving and Maximal Inequalities for Primes in Progressions" (slides)
- Proceedings of the summer school "Discrete Analysis and Complexity of Quantum Algorithms" (pdf)
- Presentation "A brief introduction to the circle method and sparse domination" (slides)
- Presentation "Averaging with the divisor function: $\ell ^p$ improving and sparse bounds." (slides)
- Master's thesis: The Reflection Principle on the Hyperbolic Plane (pdf in Greek)