In occasione dell'inizio dell'anno accademico il giorno 6 novembre si terrà un seminario rivolto a una vasta platea di matematici. Quest'anno l'oratore invitato è Lucio Boccardo, professore emerito del nostro dipartimento.
Chi intende partecipare è pregato di registrarsi compilando il modulo qui sotto.
Lunedì 6 novembre, ore 16:00, Aula Picone
Lucio Boccardo
Dalla minimizzazione di funzioni di una variabile reale alla minimizzazione in spazi di Banach (cercando di minimizzare la fatica)
![DipMat](https://www1.mat.uniroma1.it/~fiorenza/Pomeriggio%20matematico%20al%20Castelnuovo%20MATEMATICA_files/banach8.jpg)
Programma:
16:00 - Fabiana Leoni, introduzione
16:15 - Lucio Boccardo, Dalla minimizzazione di funzioni di una variabile reale alla minimizzazione in spazi di Banach (cercando di minimizzare la fatica)
17:30 - coffee break
Modulo di registrazione.
Comitato organizzatore: Alberto De Sole, Fabiana Leoni.
![](data:image/png;base64,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)