We consider a quasilinear partial differential equation governed by the p-Kirchhoff fractional operator. By using variational methods, we prove several results concerning the existence of solutions and their stability properties with respect to some parameters.

Appolloni, L., Fiscella, A., Secchi, S. (2022). A perturbed fractional p-Kirchhoff problem with critical nonlinearity. ASYMPTOTIC ANALYSIS, 1-25 [10.3233/ASY-221809].

A perturbed fractional p-Kirchhoff problem with critical nonlinearity

Appolloni, Luigi;Fiscella, Alessio;Secchi, Simone
2022

Abstract

We consider a quasilinear partial differential equation governed by the p-Kirchhoff fractional operator. By using variational methods, we prove several results concerning the existence of solutions and their stability properties with respect to some parameters.
Articolo in rivista - Articolo scientifico
Fractional p-Kirchhoff equation, critical growth
English
3-ott-2022
2022
1
25
none
Appolloni, L., Fiscella, A., Secchi, S. (2022). A perturbed fractional p-Kirchhoff problem with critical nonlinearity. ASYMPTOTIC ANALYSIS, 1-25 [10.3233/ASY-221809].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/394851
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