Codice | QDD 151 |
Titolo | Entire solutions with exponential growth for an elliptic system modelling phase-transition |
Data | 2013-03-25 |
Autore/i | Soave, N.; Zilio, A. |
Link | Download full text |
Abstract | We prove the existence of entire solutions with exponential growth for an semilinear elliptic system appearing in the contest of phase separation for two-mixtures of Bose-Einstein condensates. Our construction is based on an approximation procedure, whose convergence is ensured by suitable Almgren-type monotonicity formulae. The construction of some solutions is extended to systems with k components, for every k > 2. |
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