activity
20112026
most citedNonlocal-to-local convergence of Cahn-Hilliard equations: Neumann boundary conditions and viscosity terms

40 citations · 154 across the 37 of their papers we have counts for

collaborators
Showing math.APShow all

43 papers · 1 filter

math.AP2026

Solid-solid phase transitions with space-dependent wells

Elisa Davoli, Jakob Deutsch, Manuel Friedrich +1

We investigate a second-order Modica-Mortola functional of the form \[ E_\varepsilon[u] := \int_Ω\frac{1}{\varepsilon} W(x, \nabla u) + \varepsilon|\nabla^2 u|^2 \, dx, \] which mo…

math.AP2026

From damage to delamination via evolutionary Gamma-convergence in a rate-independent quasibrittle regime

Giovanna Bonfanti, Elisa Davoli, Riccarda Rossi +1

We analyze via Evolutionary Gamma-convergence a stratified composite structure consisting of a thin adhesive layer with vanishing thickness and undergoing rate-independent damage,…

math.AP2024

An existence result for accretive growth in elastic solids

Elisa Davoli, Katerina Nik, Ulisse Stefanelli +1

We investigate a model for the accretive growth of an elastic solid. The reference configuration of the body is accreted in its normal direction, with space- and deformation-depend…

math.AP2023

Level sets of solutions to the stationary Hamilton-Jacobi equation are John regular

Elisa Davoli, Ulisse Stefanelli

Let be the unique nonnegative viscosity solution of the Hamilton-Jacobi equation in the external domain with on . Unde…

math.AP2023

A coupled rate-dependent/rate-independent system for adhesive contact in Kirchhoff-Love plates

Giovanna Bonfanti, Elisa Davoli, Riccarda Rossi

We perform a dimension reduction analysis for a coupled rate-dependent/rate-independent adhesive-contact model in the setting of visco-elastodynamic plates. We work with a weak sol…

math.AP2023

Stochastic homogenization of micromagnetic energies and emergence of magnetic skyrmions

Elisa Davoli, Lorenza D'Elia, Jonas Ingmanns

We perform a stochastic-homogenization analysis for composite materials exhibiting a random microstructure. Under the assumptions of stationarity and ergodicity, we characterize th…