Seminario del 2018

Aprile
17
2018
Patrizio Frosini
An ongoing research about the persistent homology of vector-valued functions
nell'ambito della serie: TOPICS IN MATHEMATICS 2017/2018
algebra e geometria
In this talk we will illustrate a new line of research concerning the persistent homology of regular functions from a closed manifold to R^2. In particular, we will describe the phenomenon of monodromy for 2D persistence diagrams, and a recent mathematical model based on the concepts of extended Pareto grid and coherent transport of matchings. Some new theoretical results and open problems will be presented.
organizzato da: Alessia Cattabriga e Davide Guidetti (all'interno del ciclo Topics in Mathematics)

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