Non-local percolation
I study novel percolation processes with non-local rules, in which the fate of an edge depends on global properties of the network rather than on local ones.
I investigated shortest-path percolation, a process where edges are removed in a spatially and temporally correlated fashion, and revealed markedly different critical behaviour on Erdős–Rényi and scale-free networks.
Related publications
- Shortest-path percolation on scale-free networks, Physical Review E, 2026 — M. Kim, L. Cirigliano, C. Castellano, H. Sun, R. Jankowski, A. Poggialini, F. Radicchi
