| Literature DB >> 31611774 |
Elisabete Augusto1, Frédéric Gambino1.
Abstract
Intelligence is the ability to learn appropriate responses to stimuli and the capacity to master new skills. Synaptic integration at the dendritic level is thought to be essential for this ability through linear and non-linear processing, by allowing neurons to be tuned to relevant information and to maximize adaptive behavior. Showing that dendrites are able to generate local computations that influence how animals perceive the world, form a new memory or learn a new skill was a break-through in neuroscience, since in the past they were seen as passive elements of the neurons, just funneling information to the soma. Here, we provide an overview of the role of dendritic integration in improving the neuronal network and behavioral performance. We focus on how NMDA spikes are generated and their role in neuronal computation for optimal behavioral output based on recent in vivo studies on rodents.Entities:
Keywords: behavior and cognition; dendritic integration; dendritic spikes; neuronal network; synaptic plasticity
Year: 2019 PMID: 31611774 PMCID: PMC6777373 DOI: 10.3389/fnmol.2019.00238
Source DB: PubMed Journal: Front Mol Neurosci ISSN: 1662-5099 Impact factor: 5.639
FIGURE 1Schematic representation of the different spikes in a pyramidal neuron. (A) Representation of where the different spikes take place: NMDA spikes (red) in “thin” dendrites, Ca2+ spikes (blue) in “thick” dendrites, Na+ spikes or action potential (black) in the axon (as in Larkum et al., 2009). (B) Waveform of the different spike (as in Antic et al., 2010). (C) Contribution of the different ion channels on the excitatory postsynaptic potentials (EPSP) summation; supralinear summation above the dashed line, sublinear summation bellow the dashed line. EPSP summation properties depends not only on the ion channels but on the combination between those, morphology (dendritic diameter, distance from soma, and branchpoints) and synaptic strength. A combination of those can give rise, for example to a linear summation (as in Tran-Van-Minh et al., 2015).