A new renormalization method for bipartite networks shows that two-mode geometry controls multiscale hierarchies while leaving scaling invariance intact.
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3 Pith papers cite this work. Polarity classification is still indexing.
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Synergistic interactions provide a distinct route to stretched criticality and Griffiths-like dynamics in higher-order and nonlinear pairwise systems.
Using a Langevin field theory on networks, the authors claim pairwise mechanisms are formally equivalent to higher-order contagion, pairwise terms dominate at coarse scales, and spectral dimension controls the phase transition.
citing papers explorer
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Two-mode geometry controls multiscale organization in bipartite systems
A new renormalization method for bipartite networks shows that two-mode geometry controls multiscale hierarchies while leaving scaling invariance intact.
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The Synergistic Route to Stretched Criticality
Synergistic interactions provide a distinct route to stretched criticality and Griffiths-like dynamics in higher-order and nonlinear pairwise systems.
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Higher-order contagion processes in 3.99 dimensions
Using a Langevin field theory on networks, the authors claim pairwise mechanisms are formally equivalent to higher-order contagion, pairwise terms dominate at coarse scales, and spectral dimension controls the phase transition.