The Brain's Self-Balancing Oscillations episode artwork

EPISODE · May 21, 2026 · 16 MIN

The Brain's Self-Balancing Oscillations

from OsciPod · host sk

How does the brain stay stable through aging, learning, and injury? This episode explores a computational model showing that inhibitory synaptic plasticity — a self-adjusting rule that strengthens local braking whenever excitation runs too high — can dynamically balance excitation and inhibition across a 68-region cortical network. With this mechanism in place, the model simultaneously matches multiple measures of MEG functional connectivity over a far wider range of parameters than any unbalanced model, achieving performance statistically indistinguishable from real individual human brains. Reference: Abeysuriya et al. (2018) "A biophysical model of dynamic balancing of excitation and inhibition in fast oscillatory large-scale networks" PLoS Computational Biology. https://doi.org/10.1371/journal.pcbi.1006007

Episode metadata supplied by the publisher feed · Published May 21, 2026

How does the brain stay stable through aging, learning, and injury? This episode explores a computational model showing that inhibitory synaptic plasticity — a self-adjusting rule that strengthens local braking whenever excitation runs too high — can dynamically balance excitation and inhibition across a 68-region cortical network. With this mechanism in place, the model simultaneously matches multiple measures of MEG functional connectivity over a far wider range of parameters than any unbalanced model, achieving performance statistically indistinguishable from real individual human brains. Reference: Abeysuriya et al. (2018) "A biophysical model of dynamic balancing of excitation and inhibition in fast oscillatory large-scale networks" PLoS Computational Biology. https://doi.org/10.1371/journal.pcbi.1006007

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How does the brain stay stable through aging, learning, and injury? This episode explores a computational model showing that inhibitory synaptic plasticity — a self-adjusting rule that strengthens local braking whenever excitation runs too high —...

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