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G. M. Bisci

1 paper here

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  • middle author1

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  • math.AP1

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4 papers

math.AP2026

A note on critical problems involving the p-Grushin Operator: existence of infinitely many solutions

Paolo Malanchini, Giovanni Molica Bisci, Simone Secchi

We consider a critical problem in a bounded domain involving the p-Grushin operator Δαp​. After a truncation argument, we obtain infinitely many solutions to our problem via K…

math.AP2025

Multiple solutions to asymptotically linear problems driven by superposition operators

Danilo Gregorin Afonso, Rossella Bartolo, Giovanni Molica Bisci

In this paper, we investigate the existence and multiplicity of weak solutions to problems involving a superposition operator of the type ∫[0,1]​(−Δ)sudμ(s), for a s…

math.AP2025

Bifurcation and multiplicity results for critical problems involving the p-Grushin operator

Paolo Malanchini, Giovanni Molica Bisci, Simone Secchi

In this article we prove a bifurcation and multiplicity result for a critical problem involving a degenerate nonlinear operator Δγp​. We extend to a generic p>1 a result which…

math.AP2024

Gradient regularity for (s,p)-harmonic functions

Verena Bögelein, Frank Duzaar, Naian Liao +2

We study the local regularity properties of (s,p)-harmonic functions, i.e. local weak solutions to the fractional p-Laplace equation of order s∈(0,1) in the case $p\in (1,…

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