#32 · Systems biology
Criticality emerges with neuron count; motifs and interneurons reshape dynamics
The common thread is how network scale and connectivity structure set the dynamical regime of neural activity. One item infers maximum-entropy models from large mouse brain recordings and reports drift toward criticality as neuron count grows, without fine-tuning. The other two items are mechanistic: a neural field model with PV and SST interneurons derives bump stability and the wandering diffusion coefficient governing working memory, and a mean-field analysis of random rate networks shows that second-order synaptic motifs reshape chaos, multistability and attractor dimension. What is new is the explicit linkage of criticality to scale in data-driven models, alongside analytical accounts of how cell-type composition and motif structure tune attractor dynamics.
Preprints
Emergence of criticality in models of real neurons
Shows that inferred maximum-entropy models of neural activity drift toward criticality as neuron count grows, without fine-tuning, using large mouse brain…
Stability and Wandering of Bumps in Neural Fields with Interneuron Subtypes
Neural field model with PV and SST interneurons; derives bump stability and wandering diffusion coefficient for working memory.
Nonlinear dynamics of random neural networks with second-order synaptic motifs
Mean-field theory shows second-order synaptic motifs reshape chaos, multistability and attractor dimension in random rate networks.
Topic history
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| #25 | |
| #32 |