[Dottorcomp] Insalate di matematica - Bertolini 27/05/2026

[Insalate Di Matematica]

Dear all,

We remind you *today*'s appointment of the series of seminars "Insalate di
Matematica".
Here are the details:

*Speaker*: *Susanna Bertolini* (ETH Zürich)

*Date and time*: *27th of May 2026, 4:45 pm (CEST)*

*Title*: "Generic Regularity in the Obstacle Problem"

*Abstract*: The Obstacle Problem arises naturally when studying an elastic
membrane constrained by contact with an object (the obstacle). In this
talk, we introduce the notion of solutions of the classical Obstacle
Problem, discuss some applications, and discuss the main challenges in
proving generic regularity of the free boundary in higher dimensions. This
is based on a joint work in progress with A. Figalli and J. Serra.

*Keywords:* Elliptic PDES, generic regularity, free boundary problem

*Information to attend in person*
The seminar will take place at the building U9-Koinè, Università degli
Studi di Milano Bicocca; room U9-09.


*Information to attend online*
https://unimib.webex.com/unimib/j.php?MTID=m101728a0c0258813b6aa97783fb11fad
(password:
insalate, 46725283 from phones)
<https://unimib.webex.com/unimib/j.php?MTID=m3c536ba5a33f71bb9d6a3bc9b00992ad>

For further information, please visit our website:
https://sites.google.com/view/insalate-di-matematica or contact us at
insalate.matematica a unimib.it. Find us also on our Instagram page:
https://www.instagram.com/insalate.di.matematica/
<https://www.instagram.com/insalate_di_matematica24/>

The organizers: Jessica Anzanello, Anna Donadini, Julian Feuerpfeil,
Kirubell Haile, Salvatore Lincastri, Paolo Malanchini, Marialetizia
Mosconi, Claudia Nocita, Eleonora Sforza, Filippo Valnegri.
-------------- parte successiva --------------
Un allegato non testuale è stato rimosso....
Nome:        Insalate_27_05_2026_Bertolini.pdf
Tipo:        application/pdf
Dimensione:  259438 bytes
Descrizione: non disponibile
Url:         http://ipv01.unipv.it/pipermail/dottorcomp/attachments/20260527/0604653c/attachment-0001.pdf