CodiceQDD 95
TitoloClassification of radial solutions to the Emden-Fowler equation on the hyperbolic space
Data2011-05-06
Autore/iBonforte, M.; Gazzola, F.; Grillo G.; Vazquez J.L.
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AbstractWe study the Emden-Fowler equation on the hyperbolic n-dimensional 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)/(n-2) as in the Euclidean setting, but the properties of the solutions show striking differences with the Euclidean case.