Search Results - "Monticelli, Dario D."

Nonexistence of solutions to parabolic differential inequalities with a potential on Riemannian manifolds by Mastrolia, Paolo, Monticelli, Dario D., Punzo, Fabio

“…We are concerned with nonexistence results of nonnegative weak solutions for a class of quasilinear parabolic problems with a potential on complete noncompact…”
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The Poisson equation on manifolds with positive essential spectrum by Catino, Giovanni, Monticelli, Dario D., Punzo, Fabio

“…We show existence of solutions to the Poisson equation on Riemannian manifolds with positive essential spectrum, assuming a sharp pointwise decay on the source…”
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Nonexistence of solutions to quasilinear parabolic equations with a potential in bounded domains by Meglioli, Giulia, Monticelli, Dario D., Punzo, Fabio

“…We are concerned with nonexistence results for a class of quasilinear parabolic differential problems with a potential in Ω × ( 0 , + ∞ ) , where Ω is a…”
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An extension problem for the CR fractional Laplacian by Frank, Rupert L., González, María del Mar, Monticelli, Dario D., Tan, Jinggang

“…We show that the conformally invariant fractional powers of the sub-Laplacian on the Heisenberg group are given in terms of the scattering operator for an…”
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Variational Characterizations of Weak Solutions to the Dirichlet Problem for Mixed-Type Equations by Lupo, Daniela, Monticelli, Dario D., Payne, Kevin R.

“…For linear and nonlinear second‐order partial differential equations of mixed elliptic‐hyperbolic type, we prove that weak solutions to the Dirichlet problem…”
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On the Dirichlet Problem of Mixed Type for Lower Hybrid Waves in Axisymmetric Cold Plasmas by Lupo, Daniela, Monticelli, Dario D., Payne, Kevin R.

“…For a class of linear second order partial differential equations of mixed elliptic-hyperbolic type, which includes a well known model for analyzing possible…”
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On conformally invariant equations on -II. Exponential invariance by Li, Yanyan, Mastrolia, Paolo, Monticelli, Dario D.

“…In this paper we provide a complete characterization of fully nonlinear differential operators of any integer order on R n , which exhibit conformal invariance…”
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Spectral Theory for Linear Operators of Mixed Type and Applications to Nonlinear Dirichlet Problems by Lupo, Daniela, Monticelli, Dario D., Payne, Kevin R.

“…For a class of linear partial differential operators L of mixed elliptic-hyperbolic type in divergence form with homogeneous Dirichlet data on the entire…”
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On the critical p-Laplace equation by Catino, Giovanni, Monticelli, Dario D., Roncoroni, Alberto

“…In this paper we provide the classification of positive solutions to the critical p-Laplace equation on Rn, for 1<p<n, possibly having infinite energy. If n=2,…”
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Rigidity of critical metrics for quadratic curvature functionals by Catino, Giovanni, Mastrolia, Paolo, Monticelli, Dario D.

“…In this paper we prove new rigidity results for complete, possibly non-compact, critical metrics of the quadratic curvature functionals…”
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Existence and spectral theory for weak solutions of Neumann and Dirichlet problems for linear degenerate elliptic operators with rough coefficients by Monticelli, Dario D., Rodney, Scott

“…In this paper we study existence and spectral properties for weak solutions of Neumann and Dirichlet problems associated with second order linear degenerate…”
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The Poisson equation on Riemannian manifolds with weighted Poincaré inequality at infinity by Catino, Giovanni, Monticelli, Dario D., Punzo, Fabio

“…We prove an existence result for the Poisson equation on non-compact Riemannian manifolds satisfying weighted Poincaré inequalities outside compact sets. Our…”
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On the geometry of gradient Einstein-type manifolds by Catino, Giovanni, Mastrolia, Paolo, Monticelli, Dario, Rigoli, Marco

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A note on curvature of Riemannian manifolds by Mastrolia, Paolo, Monticelli, Dario D., Rigoli, Marco

“…With the aid of the weak maximum principle at infinity we give some sufficient conditions for Riemannian manifolds to be either Einstein or of constant…”
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Maximum principles for weak solutions of degenerate elliptic equations with a uniformly elliptic direction by Monticelli, Dario D., Payne, Kevin R.

“…For second order linear equations and inequalities which are degenerate elliptic but which possess a uniformly elliptic direction, we formulate and prove weak…”
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On conformally invariant equations on by Li, Yanyan, Mastrolia, Paolo, Monticelli, Dario D.

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A variational characterization of flat spaces in dimension three by Catino, Giovanni, Mastrolia, Paolo, Monticelli, Dario

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Fredholm properties and nonlinear Dirichlet problems for mixed type operators by Lupo, Daniela, Monticelli, Dario D., Payne, Kevin R.

“…For a class of linear partial differential operators of mixed elliptic–hyperbolic type with homogeneous Dirichlet data on the entire boundary of suitable…”
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On conformally invariant equations on Rn-II. Exponential invariance by Li, Yanyan, Mastrolia, Paolo, Monticelli, Dario D.

“…In this paper we provide a complete characterization of fully nonlinear differential operators of any integer order on Rn, which exhibit conformal invariance…”
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On conformally invariant equations on Rn by Li, Yanyan, Mastrolia, Paolo, Monticelli, Dario D.

“…In this paper we provide a complete characterization of fully nonlinear conformally invariant differential operators of any integer order on Rn, which extends…”
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