November 2, 2021
2:00 pm
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2:55 pm
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2021-11-02 14:00:00
2021-11-02 14:55:00
Mixed norm estimates via the Helicoidal Method
Title: Mixed norm estimates via the Helicoidal Method
Speaker: Camil Muscalu (Cornell University)
Speaker's URL: https://math.cornell.edu/camil-muscalu
Abstract: The goal of the talk is to explain how the Helicoidal Method that we developed in the last few years, can also offer a new paradigm for proving mixed norm estimates for operators in Harmonic Analysis. Most likely, we will concentrate on the (least technical) case of paraproducts, and describe a natural, complete, mixed norm estimates extension, of the classical Coifman-Meyer theorem. Joint work with CRISTINA BENEA.
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2021-11-02 14:00:00
2021-11-02 14:55:00
Mixed norm estimates via the Helicoidal Method
Title: Mixed norm estimates via the Helicoidal Method
Speaker: Camil Muscalu (Cornell University)
Speaker's URL: https://math.cornell.edu/camil-muscalu
Abstract: The goal of the talk is to explain how the Helicoidal Method that we developed in the last few years, can also offer a new paradigm for proving mixed norm estimates for operators in Harmonic Analysis. Most likely, we will concentrate on the (least technical) case of paraproducts, and describe a natural, complete, mixed norm estimates extension, of the classical Coifman-Meyer theorem. Joint work with CRISTINA BENEA.
Zoom (please ask for link)
America/New_York
public
Title: Mixed norm estimates via the Helicoidal Method
Speaker: Camil Muscalu (Cornell University)
Speaker's URL: https://math.cornell.edu/camil-muscalu
Abstract: The goal of the talk is to explain how the Helicoidal Method that we developed in the last few years, can also offer a new paradigm for proving mixed norm estimates for operators in Harmonic Analysis. Most likely, we will concentrate on the (least technical) case of paraproducts, and describe a natural, complete, mixed norm estimates extension, of the classical Coifman-Meyer theorem. Joint work with CRISTINA BENEA.
