This event is in the past.It took place on December 3, 2025 at Evans Hall.

Student Harmonic Analysis and Combinatorics Seminar: Maximal Operators and Decoupling for Cone 1
Educational Talk
Student Harmonic Analysis and Combinatorics Seminar: Maximal Operators and Decoupling for Cone 2
Student Harmonic Analysis and Combinatorics Seminar: Maximal Operators and Decoupling for Cone 3
Student Harmonic Analysis and Combinatorics Seminar: Maximal Operators and Decoupling for Cone 4

Student Harmonic Analysis and Combinatorics Seminar: Maximal Operators and Decoupling for Cone

December 3 at 1:10pm

At Evans Hall

Northside, Berkeley

Mingfeng Chen explores maximal operators that average functions along curves—think Bourgain-Wolff circular maximal functions—and reveals their surprising ties to cone decoupling through elegant estimate proofs.

Advanced mathematics
Harmonic analysis
Graduate seminar
UC Berkeley