Locality of connective constants
Locality of connective constants is a scholarly work, published in 2018 in ''Discrete Mathematics''. The main subjects of the publication include complex network, transitive relation, graph, locality, unimodular matrix, discrete mathematics, constant, interacting particle system, combinatorics, mathematics, and critical phenomena. The authors prove a locality theorem for connective constants, namely, that the connective constants of two graphs are close in value whenever the graphs agree on a large ball around the origin (and a further condition is satisfied).