Presented by: 
Eyvindur Palsson (University of Rochester)
Tue 4 Jun, 3:00 pm - 4:00 pm
Room 442, Building 67

Multilinear generalized Radon transforms are natural extensions of the linear generalized Radon transforms introduced by Phong and Stein. Estimates on these have already proved useful in establishing results in point con figuration problems. In this talk we will introduce new estimates for these operators that are derived from certain convolution type inequalities. We will also discuss applications to multilinear variants of Stein's maximal spherical operators, new Fourier restriction estimates and certain Sobolev trace inequalities.