Abstract
We prove that under some structure and decay hypotheses, limits of discrete systems with multi-neighbourhood interactions give rise to local energies with bulk and surface part, and that the limit energy densities can be recovered through a scaling and superposition procedure.
Suggested citation
A. Braides, M. S. Gelli. “Limits of Discrete Systems with Long-Range Interactions.” Journal of Convex Analysis 9 (2002), No. 2, 363–399.
Copyright Heldermann Verlag 2002