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  1. pubmed.ncbi.nlm.nih.gov

    Atmospheric self-organization and activator-inhibitor dynamics in biology provide examples of checkerboardlike spatiotemporal organization. We study a simple model for local activation-inhibition processes. Our model, first introduced in the context of atmospheric moisture dynamics, is a continuous- …
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  4. researchgate.net

    Request PDF | Self-organized quantization and oscillations on continuous fixed-energy sandpiles | Atmospheric self-organization and activator-inhibitor dynamics in biology provide examples of ...
  5. cris.leibniz-zmt.de

    We study a simple model for local activation-inhibition processes. Our model, first introduced in the context of atmospheric moisture dynamics, is a continuous-energy and non-Abelian version of the fixed-energy sandpile model. Each lattice site is populated by a nonnegative real number, its energy.
  6. researchprofiles.ku.dk

    Self-organized quantization and oscillations on continuous fixed-energy sandpilesPhysical Review E Self-organized quantization and oscillations on continuous fixed-energy sandpiles
  7. semanticscholar.org

    The most striking difference is that with noise the inactive absorbing attractor state in the low µ regime is nearly homogeneous, hence σ ≈ 0. Period is here detected by looking for a toppling pattern that repeats itself 10 times. - "Self-organized quantization and oscillations on continuous fixed-energy sandpiles."
  8. link.aps.org

    Atmospheric self-organization and activator-inhibitor dynamics in biology provide examples of checkerboardlike spatiotemporal organization. We study a simple model for local activation-inhibition processes. Our model, first introduced in the context of atmospheric moisture dynamics, is a continuous-energy and non-Abelian version of the fixed-energy sandpile model. Each lattice site is ...
  9. Atmospheric self-organization and activator-inhibitor dynamics in biology provide examples of checkerboard-like spatio-temporal organization. We study a simple model for local activation-inhibition processes. Our model, first introduced in the context of atmospheric moisture dynamics, is a continuous-energy and non-Abelian version of the fixed-energy sandpile model. Each lattice site is ...

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