A self-consistent framework with generalized local order parameters is derived for the Kuramoto model with dyadic and triadic interactions on hypergraphs, showing bistability onset depends on eigenvector correlations between dyadic and triadic structures.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
The authors propose Recursive Hierarchical Networks and claim to prove a law of functional evolution showing irreversible progression through structure, regulation, and intelligence dominated stages, with similar monotonic trajectories across life, cosmic, informational, and social systems.
citing papers explorer
-
Self-consistent analysis of the Kuramoto model with higher-order interactions
A self-consistent framework with generalized local order parameters is derived for the Kuramoto model with dyadic and triadic interactions on hypergraphs, showing bistability onset depends on eigenvector correlations between dyadic and triadic structures.
-
Recursive Hierarchical Networks and the Law of Functional Evolution: A Universal Framework for Complex Systems
The authors propose Recursive Hierarchical Networks and claim to prove a law of functional evolution showing irreversible progression through structure, regulation, and intelligence dominated stages, with similar monotonic trajectories across life, cosmic, informational, and social systems.