The mean field limit of co-evolutionary signed heterogeneous Kuramoto networks exists and is given by a generalized Vlasov equation on signed graph measures.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
Local convergence is established for Watts-Strogatz and Kleinberg models, yielding limits for network measures and percolation properties with a critical transition in the Kleinberg case at the decentralized search threshold.
citing papers explorer
-
Mean field limits of co-evolutionary signed heterogeneous networks
The mean field limit of co-evolutionary signed heterogeneous Kuramoto networks exists and is given by a generalized Vlasov equation on signed graph measures.
-
Local Limits of Small World Networks
Local convergence is established for Watts-Strogatz and Kleinberg models, yielding limits for network measures and percolation properties with a critical transition in the Kleinberg case at the decentralized search threshold.