Hora: Lunes, 23 de mayo de 2022, 12:00-13:00 

Lugar: Aula 520, módulo 17, Facultad de Ciencias, UAM

Enlace zoom:   https://us06web.zoom.us/j/89221204553

Título: Wavelet analysis and the Frisch--Parisi formalism for the Schrödinger equation

Abstract: We consider the solution of the Schrödinger equation with periodic initial data. It is known that the fluctuations associated to this equation can be expressed via a simplification of the Riemann non-differentiable function. We prove, using wavelet analysis, that the Frisch--Parisi multifractal formalism holds in this context. Joint work with Sandeep Kumar, Felipe Ponce-Vanegas, and Luis Vega.