Date
Thu, 02 May 2019
Time
12:00 - 13:00
Location
L4
Speaker
Chiara Leone
Organisation
Università di Napoli Frederico II

We present some regularity results for the gradient of solutions to very degenerate equations, which exhibit a great lack of ellipticity.
In particular we show that local weak solutions of the orthotropic p−harmonic equation are locally Lipschitz, for every $p\geq 2$ and in every dimension.
The results presented in this talk have been obtained in collaboration with Pierre Bousquet (Toulouse), Lorenzo Brasco (Ferrara) and Anna Verde (Napoli).
 

Last updated on 4 Apr 2022, 3:24pm. Please contact us with feedback and comments about this page.