Continuity for maximal operators at the derivative level.

Abstract: Maximal operators are central objects in harmonic analysis. The oscillatory behavior of such objects has been an important topic of study over the last decades. However, even in the dimension one there are interesting questions that remain open. In this talk we will discuss recent developments and open questions about this topic, particularly about the boundedness and continuity for such operators at the derivative level.

Date: Jan 06, 2022 at 16:15:00 h
Venue: Modalidad Vía Online
Speaker: Cristián Gonzalez Riquelme
Affiliation: ICTP Trieste, Italia
Coordinator: Claudio Muñoz
More info at:
Event website

Posted on Jan 3, 2022 in Differential Equations, Seminars