Regularity results for isoperimetric sets with density von Eleonora Cinti

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Optimal regularity of isoperimetric sets with Hölder densities von Beck, Lisa, Cinti, Eleonora, Seis, Christian

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Existence and non-existence results for a semilinear fractional Neumann problem von Cinti, Eleonora, Colasuonno, Francesca

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One-Dimensional Symmetry for the Solutions of a Three-Dimensional Water Wave Problem von Cinti, Eleonora, Miraglio, Pietro, Valdinoci, Enrico

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A quantitative stability inequality for fractional capacities von Cinti, Eleonora, Ognibene, Roberto, Ruffini, Berardo

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A nonlocal supercritical Neumann problem von Cinti, Eleonora, Colasuonno, Francesca

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On fractional Hardy-type inequalities in general open sets von Cinti, Eleonora, Prinari, Francesca

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Quantitative flatness results and $BV$-estimates for stable nonlocal minimal surfaces von Cinti, Eleonora, Serra, Joaquim, Valdinoci, Enrico

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Interpolation inequalities in pattern formation von Eleonora Cinti

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A nonlinear Liouville theorem for fractional equations in the Heisenberg group von Cinti, Eleonora, Tan, Jinggang

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Interpolation inequalities in pattern formation von Cinti, Eleonora, Otto, Felix

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Neckpinch singularities in fractional mean curvature flows von Cinti, Eleonora, Sinestrari, Carlo, Valdinoci, Enrico

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The fractional mean curvature flow von Eleonora Cinti

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A quantitative stability estimate for the fractional Faber-Krahn inequality von Brasco, Lorenzo, Cinti, Eleonora, Vita, Stefano

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Regularity Results for Nonlocal Minimal Surfaces von Cinti, Eleonora

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The ε - ε β property, the boundedness of isoperimetric sets in ℝ N with density, and some applications von Cinti, Eleonora, Pratelli, Aldo

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The ε - εβ property, the boundedness of isoperimetric sets in ℝ N with density, and some applications von Cinti, Eleonora, Pratelli, Aldo

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Sharp energy estimates for nonlinear fractional diffusion equations von Cabré, Xavier, Cinti, Eleonora

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Sharp quantitative stability for isoperimetric inequalities with homogeneous weights von Cinti, Eleonora, Glaudo, Federico, Pratelli, Aldo, Ros, Xavier, Serra, Joaquim

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Stable s-minimal cones in ℝ3 are flat for s ~ 1 von Cabré, Xavier, Cinti, Eleonora, Serra, Joaquim

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