Codice  QDD 95 
Titolo  Classification of radial solutions to the EmdenFowler equation on the hyperbolic space 
Data  20110506 
Autore/i  Bonforte, M.; Gazzola, F.; Grillo G.; Vazquez J.L. 
Link  Download full text 
Abstract  We study the EmdenFowler equation on the hyperbolic ndimensional space. We are interested in radial solutions, namely solutions depending only on the geodesic distance from a given point. The critical exponent for such equation is p=(n+2)/(n2) as in the Euclidean setting, but the properties of the solutions show striking differences with the Euclidean case. 
