Published Paper
Inserted: 15 mar 2006
Last Updated: 10 nov 2018
Journal: Discrete Contin. Dyn. Syst.
Volume: 19
Number: 4
Pages: 777-798
Year: 2007
Abstract:
We consider a mesoscopic model of phase transitions and we investigate the geometric properties of the interfaces of the associated minimal solutions. We provide density estimates for level sets and, in the periodic setting, we construct minimal interfaces at a universal distance from any given hyperplane.
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