Talks

Selected research and expository talks.

Research talks

The Hasse principle for random homogeneous polynomials in thin sets

  • AMS Special Session on Recent Trends in Analytic Number Theory II, Joint Mathematics Meetings, Washington, DC (January 2026)
  • AMS Central Sectional Meeting, Washington University in St. Louis (Fall 2025)

Existence of \(K\)-multimagic squares and magic squares of \(k\)th powers with distinct entries

  • DECANTER: Diophantine Equations, Combinatorics, Analysis in Number Theory: Emerging Researchers, ICMS Edinburgh (Summer 2025)
  • Combinatorial and Additive Number Theory 2025, CUNY (Spring 2025)
  • Integers Conference 2025, University of Georgia (Spring 2025)
  • Analysis Seminar, Washington University in St. Louis (Spring 2025)
  • Algebra Seminar, Rice University (Spring 2025)
  • Number Theory Seminar, Kansas State University (Spring 2025)
  • Purdue Analytic Number Theory and Harmonic Analysis Seminar (Spring 2025)
  • Joint Mathematics Meetings, Math Alliance, Seattle Convention Center (Spring 2025)
  • 33èmes Journées Arithmétiques, University of Luxembourg (Spring 2025)
  • Number Theory Seminar, University of Göttingen (Fall 2024)

A circle method approach to \(K\)-multimagic squares

  • Number Theory Seminar, Stanford University (Fall 2024)
  • Number Theory Seminar, University of California, Davis (Fall 2024)
  • Canadian Number Theory Association XVI, University of Toronto (Summer 2024)
  • Combinatorial and Additive Number Theory 2024, CUNY (Spring 2024)

Selected slides

A quantitative Hasse principle for weighted quartic forms

  • AMS Central Sectional Meeting, University of Wisconsin–Milwaukee (Spring 2024)
  • Southern Regional Number Theory Conference, Louisiana State University (Spring 2024)
  • Pittsburgh Links among Analysis and Number Theory, University of Pittsburgh and Carnegie Mellon University (Spring 2024)

Selected slides

Expository talks

A gentle introduction to the circle method

Purdue Graduate Student Analysis Seminar (Fall 2023).

Slides

Earlier work

Classification of noisy images with a coupled inversion-classification neural network

LA-TX Undergraduate Mathematics Conference, Louisiana State University (Fall 2018).