Flat level set regularity of p-Laplace phase transition
Enrico Valdinoci; Berardino Sciunzi; and Vasile Ovidiu Savin
We prove a Harnack inequality for level sets of $p$-Laplace phase transition minimizers. In particular, if a level set is included in a flat cylinder, then, in the interior, it is included in a flatter one. The extension of a result conjectured by De Giorgi and recently proven by the third author for $p=2$ follows.
Ссылка удалена правообладателем
----
The book removed at the request of the copyright holder.
