New dynamical mean-field framework for ultra small-world networks with structural cut-offs applied to disordered Lotka-Volterra dynamics yields improved agreement on survival and stability observables.
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Non-reciprocity stabilizes the homogeneous mixed state in multicomponent systems with compositional disorder, yielding a random matrix theory condition for the onset of spinodal instability that is verified in simulations.
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Dynamical systems on ultra small-world networks
New dynamical mean-field framework for ultra small-world networks with structural cut-offs applied to disordered Lotka-Volterra dynamics yields improved agreement on survival and stability observables.
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Compositional disorder in a multicomponent non-reciprocal mixture: stability and patterns
Non-reciprocity stabilizes the homogeneous mixed state in multicomponent systems with compositional disorder, yielding a random matrix theory condition for the onset of spinodal instability that is verified in simulations.