Hardy spaces and integrable PDE
Abstract. I will explain how classical Hardy spaces on the disc and on the upper half-plane turn out to be efficient tools in the study of some non local integrable PDE, among which is the Benjamin-Ono equation. In particular, I will discuss the derivation of an explicit representation formula, and applications of such a formula to the description of the dynamics.
This series of seminars is addressed to an audience interested in Harmonic Analysis in the broadest possible sense. The seminars will not necessarily concern the latest research results; the speaker may also give a talk about open problems or a survey colloquium.
The conferences take place generally every two weeks on Wednesday at 5:30 p. m. (Rome time).
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Organizers:
Tommaso Bruno (Università di Genova)
Valentina Casarino (Università degli Studi di Padova)
Bianca Gariboldi (Università degli Studi di Bergamo)
Alessio Martini (Politecnico di Torino)