2007
DOI: 10.1007/s00422-007-0186-9
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Mean field model of acetylcholine mediated dynamics in the cerebral cortex

Abstract: A recent continuum model of the large scale electrical activity of the cerebral cortex is generalized to include cholinergic modulation. In this model, dynamic modulation of synaptic strength acts over the time scales of nicotinic and muscarinic receptor action. The cortical model is analyzed to determine the effect of acetylcholine (ACh) on its steady states, linear stability, spectrum, and temporal responses to changes in subcortical input. ACh increases the firing rate in steady states of the system. Changi… Show more

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Cited by 6 publications
(6 citation statements)
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“…In addition, it is very difficult to fit an ERP model to components later than 300 ms post-stimulus using static gains (Kerr et al, 2008;Rennie et al, 2002), so the dynamic gains provided by cholinergic neuromodulation may help in this regard. In a recent cortical model of ACh mediated dynamics (Clearwater et al, 2007), it was shown that ACh is capable of increasing the response of cortical neurons to subcortical inputs, similarly to the increase in N100 size noted in ERP literature (Coull, 1998).…”
Section: Introductionmentioning
confidence: 90%
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“…In addition, it is very difficult to fit an ERP model to components later than 300 ms post-stimulus using static gains (Kerr et al, 2008;Rennie et al, 2002), so the dynamic gains provided by cholinergic neuromodulation may help in this regard. In a recent cortical model of ACh mediated dynamics (Clearwater et al, 2007), it was shown that ACh is capable of increasing the response of cortical neurons to subcortical inputs, similarly to the increase in N100 size noted in ERP literature (Coull, 1998).…”
Section: Introductionmentioning
confidence: 90%
“…In our cortical model (Clearwater et al, 2007) it was found that only one steady state existed for physiologically realistic parameter values, and that the steady-state firing rates of cortical neurons increased with increased ½ACh ð0Þ (note that we use X ð0Þ to denote the steady-state value of variable X).…”
Section: Steady Statesmentioning
confidence: 98%
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