MaLGa Seminar: Patrizio Frosini, "Some recent results on the use of group equivariant non-expansive operators for topological data analysis and geometric deep learning", April 11th 15:00
Giulia Casu
Apologies for multiple posting.
We are pleased to announce the next MaLGa Seminar Series - Analysis & Learning.
This event is part of the Ellis Genoa activities.
Speaker: Patrizio Frosini
Affiliation: Università di Bologna
Date: Monday, April 11th, 2022
Time: 15:00 p.m.
Location: Room 706
Live streaming will be available at 706DIMA - YouTube
Title: Some recent results on the use of group equivariant non-expansive operators for topological data analysis and geometric deep learning
Abstract: Group equivariant non-expansive operators (GENEOs) have been recently introduced as mathematical tools for approximating data observers, when data are represented by real- valued or vector-valued functions. The use of these operators is based on the assumption that the interpretation of data depends on the geometric properties of the observers. In this talk we will illustrate some recent results in the theory of GENEOs, showing how these operators could be used for topological data analysis and geometric deep learning.
Bio: Patrizio Frosini received the PhD degree in Mathematics from the University of Florence (Italy) in 1991. He is currently an associate professor of geometry at the Department of Mathematics of the University of Bologna. In the 90s he introduced the first concepts on which topological persistence and multiparameter topological persistence were subsequently built. He is mainly interested in the connections between Topological Data Analysis and Geometric Deep Learning.