Codice  QDD194 
Titolo  Complete gradient shrinking Ricci solitons with pinched curvature 
Data  20150225 
Autore/i  Catino, G. 
Link  Download full text  Pubblicato  Math. Ann., 355 (2013), no. 2, 629635 
Abstract  We prove that any ndimensional complete gradient Ricci soliton with pinched Weyl curvature is a finite quotient of R^n, R×S^{n?1} or S^n. In particular, we do not need to assume the metric to be locally conformally flat. 
