Register in advance for this meeting:
https://zoom.us/meeting/register/tJYvc-ihrzgvEtAoOzwRBxd2DGFnUhpNA45O
After registering, you will receive a confirmation email containing information about joining the meeting.

Abstract: We will discuss a relation between the classes of Schwartz functions present in Cowling-Price's and Hardy's uncertainty principle: they are almost-equivalent. We also discuss on an endpoint conjecture version of our main result, exhibiting particular classes where it holds, and present applications of our main theorem, making connections with the recent machinery of Escauriaza-Kenig-Ponce-Vega and with bounds on pointwise Gaussian decay of solutions to harmonic oscillators, settling a conjecture of Vemuri in all but a discrete set of times. Joint work with João Pedro Ramos (ETH) and Aleksei Kulikov (NTNU).