12 citations · 18 across the 12 of their papers we have counts for
12 papers
Optimal data-driven solutions for a stationary diffusive model of population growth
Laura Baldelli, Paolo Malanchini, Wolfgang Reichel
We study optimal data-driven solutions for the stationary diffusive population growth model in a bounded domain with Neumann boundary conditions.…
On a class of critical Schrödinger-Poisson systems involving the (p,q)-Laplacian
Laura Baldelli, Roberta Filippucci
This paper investigates a class of Schrödinger-Poisson systems in featuring the (p,q)-Laplacian operator and a combination of critical and subcritical nonlinearities…
A blow-up approach for a priori bounds in semilinear planar elliptic systems: the Brezis-Merle critical case
Laura Baldelli, Gabriele Mancini, Giulio Romani
We establish uniform a priori estimates for solutions of semilinear planar Hamiltonian elliptic systems in a ball with Dirichlet boundary conditions. We consider a broad class of c…
Normalized Solutions for the -Laplacian Operator Between Mass-Critical Exponents
Laura Baldelli, Norihisa Ikoma
This paper concerns the existence of normalized solutions to a class of -Laplacian equations with a power type nonlinearity in the intermediate regime between the two mass c…
Existence and decay for a Grushin problem in with singular, convective, critical reaction
Laura Baldelli, Paolo Malanchini, Simone Secchi
We establish an existence result for a problem set in the whole Euclidean space involving the Grushin operator and featuring a critical term perturbed by a singular, convective rea…
Decay estimates for solutions to non-autonomous critical p-Laplace problems
Laura Baldelli, Umberto Guarnotta
We prove optimal decay estimates for positive solutions to elliptic p-Laplacian problems in the entire Euclidean space, when a critical nonlinearity with a decaying source term is…
On the cubic-quintic Schrödinger equation
Laura Baldelli
This paper explores the cubic-quintic Schrödinger equation in the entire Euclidean space. Our objectives are twofold: first, to advance the understanding of unresolved issues relat…
Critical quasilinear Schroedinger equations with electromagnetic fields
Laura Baldelli, Roberta Filippucci, David Krejcirik
The p-Laplace operator in the entire N-dimensional Euclidean space, subject to external electromagnetic potentials, is investigated. In the general case 1<p<N, the existence of at…
Existence and regularity for a -Laplacian problem in with singular, convective, critical reaction
Laura Baldelli, Umberto Guarnotta
We prove an existence result for a -Laplacian problem set in the whole Euclidean space and exhibiting a critical term perturbed by a singular, convective reaction. The approach…
Multiplicity results for generalized quasilinear critical Schrödinger equations in R^N
Laura Baldelli, Roberta Filippucci
Multiplicity results are proved for solutions both with positive and negative energy, as well as nonexistence results, of a generalized quasilinear Schrödinger potential free equat…
Normalized solutions to a class of -Laplacian equations
Laura Baldelli, Tao Yang
This paper concerns the existence of normalized solutions to a class of -Laplacian equations in all the possible cases according to the value of with respect to the crit…
Existence and nonexistence of positive radial solutions of a quasilinear Dirichlet problem with diffusion
Laura Baldelli, Valentina Brizi, Roberta Filippucci
In this paper existence and nonexistence results of positive radial solutions of a Dirichlet -Laplacian problem with different weights and a diffusion term inside the divergence…