2016
DOI: 10.1101/096586
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Neuronal gain modulability is determined by dendritic morphology: a computational optogenetic study

Abstract: Gain modulability indicated by dendritic morphology• Pyramidal cell-like shapes optimally receptive to modulation • All dendritic subdomains required for gain modulation, partial illumination is insufficient• Computational optogenetic models improve and refine experimental protocols PLOS 1/19 39 the balance of excitatory and inhibitory currents locally in dendrites, to act as a 40 synthetic substitute for the effect of excitatory and inhibitory presynaptic input. This 41 raises the prospect of a viable experim… Show more

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Cited by 7 publications
(9 citation statements)
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“…At the structural level, vPMC EV neurons exhibited significantly greater apical dendrite complexity, MAP2 expression, and densities of spines and inhibitory inputs. Increased dendritic inhibition and greater dendritic complexity allow for greater dendritic filtering in vPMC EV neurons (Magee and Johnston, 2005;Capaday and van Vreeswijk, 2006;Muller et al, 2012;Ferrante et al, 2013;Pouille et al, 2013;Jarvis et al, 2018), providing a mechanism to maintain the E:I balance of synaptic events recorded at the soma. Further, EV-treated brains had significantly greater c-fos 1 activation of CB 1 neurons, the major source of inhibitory inputs on distal dendrites and spines in the primate cortex (for review, see DeFelipe, 1997).…”
Section: Discussionmentioning
confidence: 99%
“…At the structural level, vPMC EV neurons exhibited significantly greater apical dendrite complexity, MAP2 expression, and densities of spines and inhibitory inputs. Increased dendritic inhibition and greater dendritic complexity allow for greater dendritic filtering in vPMC EV neurons (Magee and Johnston, 2005;Capaday and van Vreeswijk, 2006;Muller et al, 2012;Ferrante et al, 2013;Pouille et al, 2013;Jarvis et al, 2018), providing a mechanism to maintain the E:I balance of synaptic events recorded at the soma. Further, EV-treated brains had significantly greater c-fos 1 activation of CB 1 neurons, the major source of inhibitory inputs on distal dendrites and spines in the primate cortex (for review, see DeFelipe, 1997).…”
Section: Discussionmentioning
confidence: 99%
“…And yet, with the possible exception of oscillatory networks (Marder and Taylor, 2011;Picton et al, 2018), the exact ways in which intrinsic plasticity contributes to network tuning, remain unclear. We know that neurons adjust their spikiness to match the levels of synaptic activation they experience (Aizenman et al, 2003;Titley et al, 2017), but we also know that intrinsic properties can affect more subtle neuronal tuning to different temporal patterns of activation (Azouz and Gray, 2000;Branco et al, 2010;Fontaine et al, 2014;Jarvis et al, 2018;Ohtsuki and Hansel, 2018;Zbili et al, 2019). This begs the question: do neurons use this type of tuning in practice, dynamically adjusting it to the temporal dynamics of their inputs?…”
Section: Introductionmentioning
confidence: 99%
“…To further validate this conclusion, we increased the complexity of the balanced binary tree type of the nociceptive terminal (Figure 3). We systematically examined the activation of a single terminal branch, the simultaneous stimulation of two adjacent (sisters) terminal branches and all terminal branches at the terminal trees composed of a different number of terminal branches (nTB) defined by the number of the "bifurcation stages" (nl) according to nTB = 2 nl-1 (Figure 3A, see Methods, Jarvis et al, 2018). Activation of a single terminal branch by a capsaicin-like current in nl = 2 tree with two terminals, evoked one AP at the central terminal (Figure 3C, Figure 2) and two APs in more complex examined trees (Figure 3B, C, yellow).…”
Section: Resultsmentioning
confidence: 99%
“…All terminal tree branches, unless otherwise mentioned, were identical in length (50 m). Binary tree structures were changed according to the number of their bifurcation stages (nl), which controlled the total number of the terminal branches (nTB) according to nTB = 2 nl-1 (Jarvis et al, 2018).…”
Section: Terminal Tree Structuresmentioning
confidence: 99%