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20082024
most citedNon-uniqueness and h-principle for Hölder-continuous weak solutions of the Euler equations

101 citations · 296 across the 15 of their papers we have counts for

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14 papers · 1 filter

math.AP2024

A rigorous approach to pattern formation for isotropic isoperimetric problems with competing nonlocal interactions

Sara Daneri, Eris Runa

We introduce a rigorous approach to the study of the symmetry breaking and pattern formation phenomenon for isotropic functionals with local/nonlocal interactions in competition. W…

math.AP2022

Deterministic particle approximation of aggregation diffusion equations with nonlinear mobility

Sara Daneri, Emanuela Radici, Eris Runa

We consider a class of aggregation-diffusion equations on unbounded one dimensional domains with Lipschitz nonincreasing mobility function. We show strong -convergence of a su…

math.AP2021★ 1 cited

Periodic striped configurations in the large volume limit

Sara Daneri, Eris Runa

We show striped pattern formation in the large volume limit for a class of generalized antiferromagnetic local/nonlocal interaction functionals in general dimension previously cons…

math.AP2021★ 1 cited

Exact periodic stripes for a local/nonlocal minimization problem with volume constraint

Sara Daneri, Eris Runa

We consider a class of generalized antiferromagnetic local/nonlocal interaction functionals in general dimension, where a short range attractive term of perimeter type competes wit…

math.AP2021

One-dimensionality of the minimizers in the large volume limit for a diffuse interface attractive/repulsive model in general dimension

Sara Daneri, Eris Runa

In this paper we consider the diffuse interface generalized antiferromagnetic model with local/nonlocal attractive/repulsive terms in competition studied in Daneri-Kerschbaum-Runa…

math.AP2020★ 2 cited

Deterministic particle approximation of aggregation-diffusion equations on unbounded domains

Sara Daneri, Emanuela Radici, Eris Runa

We consider a one-dimensional aggregation-diffusion equation, which is the gradient flow in the Wasserstein space of a functional with competing attractive-repulsive interactions.…