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math.AP2018
Radial symmetry for a quasilinear elliptic equation with a critical Sobolev growth and Hardy potential
Francescantonio Oliva, Berardino Sciunzi, Giusi Vaira
We consider weak positive solutions to the critical -Laplace equation with Hardy potential in where , $0\le γ<\l…
math.AP2018
Regularizing effect of absorption terms in singular problems
Francescantonio Oliva
We prove existence of solutions to problems whose model is $$\begin{cases} \displaystyle -Δ_p u + u^q = \frac{f}{u^γ} & \text{in}\ Ω, \newline u\ge0 &\text{in}\ Ω,\newline u=0 &\te…
math.AP2018★ 26 cited
The Dirichlet problem for singular elliptic equations with general nonlinearities
Virginia De Cicco, Daniela Giachetti, Francescantonio Oliva +1
In this paper, under very general assumptions, we prove existence and regularity of distributional solutions to homogeneous Dirichlet problems of the form $$\begin{cases} \displays…