– Europe/Lisbon
Room P3.10, Mathematics Building — Online
![Chu-hee Cho](https://math.tecnico.ulisboa.pt/seminars/uploads/94/17221038471600_Chu-hee_Cho_h180.webp)
Chu-hee Cho, Seoul National University
$L^p$ improving properties and maximal estimates for certain multilinear averaging operators
We consider two types of multilinear averaging operators over hypersurfaces with curvature conditions. We discuss $L^p$-improving estimates for these operators and $L^p$ estimates for the corresponding lacunary maximal operators. This talk is based on the joint work with Jin Bong Lee and Kalachand Shuin.