Scaling properties of neuronal avalanches are consistent with critical dynamics
Dietmar Plenz, Dante R. Chialvo

TL;DR
This study provides experimental evidence that neuronal avalanches exhibit multiple properties consistent with critical dynamics, supporting the hypothesis that the brain operates near a critical point for optimal adaptability and information processing.
Contribution
The paper demonstrates five fundamental properties of neuronal avalanches that align with criticality, extending previous size and duration analyses to include temporal and spatial scaling behaviors.
Findings
Avalanche size and lifetime distributions are invariant to external driving.
Avalanches follow Omori law before and after main events.
Spatial spread of avalanches exhibits fractal and finite-size scaling.
Abstract
Complex systems, when poised near a critical point of a phase transition between order and disorder, exhibit a dynamics comprising a scale-free mixture of order and disorder which is universal, i.e. system-independent (1-5). It allows systems at criticality to adapt swiftly to environmental changes (i.e., high susceptibility) as well as to flexibly process and store information. These unique properties prompted the conjecture that the brain might operate at criticality (1), a view supported by the recent description of neuronal avalanches in cortex in vitro (6-8), in anesthetized rats (9) and awake primates (10), and in neuronal models (11-16). Despite the attractiveness of this idea, its validity is hampered by the fact that its theoretical underpinning relies solely on the replication of sizes and durations of avalanches, which reflect only a portion of the rich dynamics found at…
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Taxonomy
TopicsNeural dynamics and brain function · Ecosystem dynamics and resilience · stochastic dynamics and bifurcation
