Discrete harmonic morphisms ensure exact random-walk projection under network coarse-graining, and Laplacian renormalization often produces exact instances of them on real networks.
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Word usage cycles in languages track and interact with macroeconomic rhythms through a feedback process near a Hopf bifurcation.
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Harmonic morphisms and dynamical invariants in network renormalization
Discrete harmonic morphisms ensure exact random-walk projection under network coarse-graining, and Laplacian renormalization often produces exact instances of them on real networks.
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Oscillatory dynamics between language usage and economic activity
Word usage cycles in languages track and interact with macroeconomic rhythms through a feedback process near a Hopf bifurcation.