activity
20062024
most citedBeyond the classical Cauchy-Born rule

10 citations · 17 across the 10 of their papers we have counts for

collaborators

10 papers

math.AG2024

Projective structures and Hodge theory

Andrea Causin, Gian Pietro Pirola

Every compact Riemann surface admits a natural projective structure as a consequence of the uniformization theorem. In this work we describe the construction of another n…

math.AP2023

Discrete approximation of nonlocal-gradient energies

Andrea Braides, Andrea Causin, Margherita Solci

We study a discrete approximation of functionals depending on nonlocal gradients. The discretized functionals are proved to be coercive in classical Sobolev spaces

math.AP2022★ 10 cited

Beyond the classical Cauchy-Born rule

Andrea Braides, Andrea Causin, Margherita Solci +1

Physically motivated variational problems involving non-convex energies are often formulated in a discrete setting and contain boundary conditions. The long-range interactions in s…

math.AG2019★ 5 cited

Surface braid groups, finite Heisenberg covers and double Kodaira fibrations

Andrea Causin, Francesco Polizzi

We exhibit new examples of double Kodaira fibrations by using finite Galois covers of a product , where is a smooth projective curve of genus . Each…

math.PR2017★ 2 cited

Asymptotic behaviour of ground states for mixtures of ferromagnetic and antiferromagnetic interactions in a dilute regime

Andrea Braides, Andrea Causin, Andrey Piatnitski +1

We consider randomly distributed mixtures of bonds of ferromagnetic and antiferromagnetic type in a two-dimensional square lattice with probability and , respectively, acc…

math.AP2016

Asymptotic analysis of a ferromagnetic lattice spin system with diffuse interfacial energy

Andrea Braides, Andrea Causin, Margherita Solci

We give an example of a one-dimensional scalar spin energy with long-range interactions not satisfying standard decay conditions and which admits a continuum approximation defined…