Oscillatory Multilinear Inequalities

Abstract: Integrals involving rapidly oscillatory factors abound. Quintessential examples include the Fourier transform, integral operators employed in the analysis of wave phenomena, and exponential sums. The concept of stationary phase is a central element of the theory.

The Fourier transform can be viewed as a linear operator, or a bilinear form. We focus on multilinear operators, which are less canonical than the Fourier transform and are open to structural questions reflecting their diversity.

Dear colleagues,

This is the fourth of an itinerant series of meetings in geometry (in a broad sense), aiming at promoting and building connections among Portuguese and also international geometry communities. 

Details, including abstracts and previous editions are available on the webpage of the event at https://sites.google.com/view/geometrymeetings-gems or https://dg.math.tecnico.ulisboa.pt/lecture_series.

10.00 Alexander Guterman (Bar-Ilan University, Israel)
    On the length of Jordan algebras

11.00 Abror Khudoyberdiyev (Institute of Mathematics, Uzbekistan)
    Transposed Poisson structures on infinite-dimensional algebras

12.00 Stéphane Launois (University of Caen Normandy, France)
    TBA

15.00 Antonio Peralta (University of Granada, Spain)
    Can we understand M-ideals in (real) JB*-triples without complex analysis?

SCIENTIFIC PROGRAMME

The main speakers of this session will be:

      Arvind AYYER (Indian Institute of Science, Bangalore)

                    and

      Nathan WILLIAMS (University of Texas at Dallas)

There will be time for a limited number of talks by participants (about 25
minutes each talk). Everybody is invited to submit a talk.


ACCOMMODATION

Participants will be housed in the Centro de Alto Rendimento de Remo

Workshop in Dynamics and Symmetry in honour of Isabel Labouriau.

Zoom link:

https://videoconf-colibri.zoom.us/j/97478809893?pwd=MkpYVWFYK0EyejlMT3VFSlVEUlB2Zz09

Password: 444746

See program attached.