In this paper we consider the weakly coupled elliptic system with critical growth [GRAPHICS] where a, b, c, d are C-1 - functions defined in a bounded regular domain Omega of R-N. Here we construct families of solutions which blow-up and concentrate at some points in Omega as the positive parameter epsilon goes to zero.
Molle, R., Pistoia, A. (2004). Concentration phenomena in weakly coupled elliptic systems with critical growth. BULLETIN BRAZILIAN MATHEMATICAL SOCIETY, 35(3), 395-418 [10.1007/s00574-004-0022-y].
Concentration phenomena in weakly coupled elliptic systems with critical growth
MOLLE, RICCARDO;
2004-01-01
Abstract
In this paper we consider the weakly coupled elliptic system with critical growth [GRAPHICS] where a, b, c, d are C-1 - functions defined in a bounded regular domain Omega of R-N. Here we construct families of solutions which blow-up and concentrate at some points in Omega as the positive parameter epsilon goes to zero.File in questo prodotto:
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