1993
DOI: 10.1007/bf00203125
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Stochastic model neuron without resetting of dendritic potential: application to the olfactory system

Abstract: A two-dimensional neuronal model, in which the membrane potential of the dendrite evolves independently from that at the trigger zone of the axon, is proposed and studied. In classical one-dimensional neuronal models the dendritic and axonal potentials cannot be distinguished, and thus they are reset to resting level after firing of an action potential, whereas in the present model the dendritic potential is not reset. The trigger zone is modelled by a simplified leaky integrator (RC circuit) and the dendritic… Show more

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Cited by 41 publications
(24 citation statements)
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“…In a and b, however, the summation process at the site of PSI is assumed to be deterministic while the interneurone remains stochastic, whereas in c and d the reverse situation is considered. Apparently, whether or not PSI includes a stochastic element has no significant impact on the network behaviour has been described as the "two-point", or "two-compartment", LIFM with "partial", or "somatic", potential reset (Bressloff 1995;Lánský and Rodriguez 1999a,b;Rospars and Lánský 1993). (A brief model definition is given in Methods.)…”
Section: Are the Model Assumptions Justifiable?mentioning
confidence: 99%
See 1 more Smart Citation
“…In a and b, however, the summation process at the site of PSI is assumed to be deterministic while the interneurone remains stochastic, whereas in c and d the reverse situation is considered. Apparently, whether or not PSI includes a stochastic element has no significant impact on the network behaviour has been described as the "two-point", or "two-compartment", LIFM with "partial", or "somatic", potential reset (Bressloff 1995;Lánský and Rodriguez 1999a,b;Rospars and Lánský 1993). (A brief model definition is given in Methods.)…”
Section: Are the Model Assumptions Justifiable?mentioning
confidence: 99%
“…Therein, summation processes rely on the elementary properties of the leaky integrate-and-fire neurone, the capacity of which has repeatedly been investigated (see e.g. Scharstein 1979;Rospars and Lánský 1993;Bressloff 1995;Lánský and Rodriguez 1999a,b;Shimokawa et al 2000;Burkitt and Clark 2000;Feng and Brown 2000;Feng 2001;Pakdaman 2001). Details on the biophysics of excitable cell membranes, during primary afferent depolarisations and shunting inhibition in particular (Atwood et al 1984; Atwood and Tse 1988;Segev 1990;Graham and Redman 1994;Walmsley et al 1995;Lamotte d'Incamps et al 1998;Lamotte et al 1999;Cattaert et al 2001), are omitted.…”
Section: Introductionmentioning
confidence: 98%
“…After the initiation of a spike the membrane potential at the cell body (soma) is reset towards some potential and the response to further synaptic input is reduced due to the refractoriness of the neuron [1]. The dendritic part of the neuron where incoming signals are integrated is affected only indirectly by this reset due to intraneuronal interactions [2][3][4].…”
mentioning
confidence: 99%
“…For instance, in a twocompartment model [3] of coupled dendrite and soma, the membrane potential at the soma is reset after spike emission while the dendritic dynamics is affected only by the resistive coupling from the soma to the dendrite. This accounts for the fact that in several kinds of neurons residual charge remains on the dendrite (following the somatic reset) that is then transferred to the soma [4,5]. Thus the dynamics of the individual neurons is modified which severely affects the collective capabilities of networks of such neurons.…”
mentioning
confidence: 99%
“…Thus excitatory input charges may partly remain on the dendrite and contribute to the membrane potential integration after the reset at the soma [10][11][12]. Several multi-compartment models have been proposed to characterize this effect.…”
mentioning
confidence: 99%