VOLZONE, BRUNO

VOLZONE, BRUNO  

DIPARTIMENTO DI MATEMATICA  

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Titolo Data di pubblicazione Autori File
A remark on Hardy type inequalities with remainder terms 1-gen-2011 Volzone, Bruno +
Anisotropic fast diffusion equations 1-gen-2023 Volzone B. +
Anisotropic p-Laplacian Evolution of Fast Diffusion Type 1-gen-2021 Volzone B. +
Asymptotic behaviour of solutions and free boundaries of the anisotropic slow diffusion equation In corso di stampa Filomena FeoBruno Volzone +
Bourgain-Brézis-Mironescu formula for magnetic operators 1-gen-2016 VOLZONE, Bruno +
Comparison and regularity results for the fractional Laplacian via symmetrization methods 1-gen-2012 VOLZONE, Bruno +
Comparison results for a nonlocal singular elliptic problem 1-gen-2023 Bruno Volzone +
Fractional semilinear Neumann problems arising from a fractional Keller--Segel model 1-gen-2015 VOLZONE, Bruno +
Ground States for Diffusion Dominated Free Energies with Logarithmic Interaction 1-gen-2015 VOLZONE, Bruno +
Ground States in the Diffusion-Dominated Regime 1-gen-2018 Bruno Volzone +
Improved Poincaré inequalities 1-gen-2012 VOLZONE, Bruno +
Large time behavior of signed fractional porous media equations on bounded domains 1-gen-2023 Bruno Volzone +
Local multiplicity for fractional linear equations with Hardy potentials 1-gen-2025 Bruno Volzone +
Long-time asymptotics for a 1D nonlocal porous medium equation with absorption or convection 1-gen-2020 Volzone B. +
Long-time behavior for the porous medium equation with small initial energy 1-gen-2022 Volzone, Bruno +
Nonlinear aggregation-diffusion equations with Riesz potentials 1-gen-2024 Edoardo MaininiBruno Volzone +
Nonlinear Aggregation-Diffusion Equations: Radial Symmetry and Long Time Asymptotics 1-gen-2019 B. Volzone +
ON GILLES PISIER’S APPROACH TO GAUSSIAN CONCENTRATION, ISOPERIMETRY, AND POINCARÉ-TYPE INEQUALITIES 1-gen-2024 Bruno Volzone +
On Hardy inequalities with a remainder term 1-gen-2010 Volzone, Bruno +
Optimal estimates for Fractional Fast diffusion equations 1-gen-2015 VOLZONE, Bruno +