Friday, February 23, 2018
5:00 pm

Caltech/UCLA Joint Analysis Seminar

The Helicoidal Method
Camil Muscalu, Department of Mathematics, Cornell University

UCLA, MS 6627

Not long ago we discovered a new method of proving vector valued inequalities in Harmonic Analysis. With the help of it, we have been able to give complete positive answers to a number of questions that have been circulating for some time. The plan of the talk is to describe (some of) these, and to also explain how this method implies sparse domination results for various multi-linear operators and their (multiple) vector valued extensions. Joint work with Cristina BENEA.

Contact Mathematics Department at 626-395-4335
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