The paper is concerned with the asymptotic behavious of the solutions to a non local evolution equation which arises in models of phase separation. As in the Allen-Cahn equation stationary spatially nonhomogeneous solutions exists, which represent the interface profile between stable phases. Local stability of these interface profiles is proved.

Stability of the interface in a model of phase separation.

DE MASI, Anna
;
1994-01-01

Abstract

The paper is concerned with the asymptotic behavious of the solutions to a non local evolution equation which arises in models of phase separation. As in the Allen-Cahn equation stationary spatially nonhomogeneous solutions exists, which represent the interface profile between stable phases. Local stability of these interface profiles is proved.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11697/18120
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