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math.AP2018
Motion of discrete interfaces on the triangular lattice
Giovanni Scilla
We study the motion of discrete interfaces driven by ferromagnetic interactions on the two-dimensional triangular lattice by coupling the Almgren, Taylor and Wang minimizing moveme…
math.AP2018
A variational approach to the quasistatic limit of viscous dynamic evolutions in finite dimension
Giovanni Scilla, Francesco Solombrino
In this paper we study the vanishing inertia and viscosity limit of a second order system set in an Euclidean space, driven by a possibly nonconvex time-dependent potential satisfy…