In this paper we consider the Hénon problem in a ball. We prove the existence of (at least) one branch of nonradial solutions that bifurcate from the radial ones and that this branch is unbounded.
Bifurcation and symmetry breaking for the Hénon equation
AMADORI, Anna Lisa;
2014-01-01
Abstract
In this paper we consider the Hénon problem in a ball. We prove the existence of (at least) one branch of nonradial solutions that bifurcate from the radial ones and that this branch is unbounded.File in questo prodotto:
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