Using variational techniques and Morse theory, we establish three existence results for a Neumann boundary-value problem with p-Laplacian and Carathéodory reaction term, which can be (p-1)-asymptotically linear or sublinear at infinity. The hypotheses taken on permit resonance and make the corresponding energy functional noncoercive.
On a Neumann problem with p-Laplacian and noncoercive resonant nonlinearity
MARANO, Salvatore Angelo;
2011-01-01
Abstract
Using variational techniques and Morse theory, we establish three existence results for a Neumann boundary-value problem with p-Laplacian and Carathéodory reaction term, which can be (p-1)-asymptotically linear or sublinear at infinity. The hypotheses taken on permit resonance and make the corresponding energy functional noncoercive.File in questo prodotto:
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