Probabilistic properties of neuron spiking time-series obtained in vivo

A. Bershadskii; E. Dremencov; D. Fukayama; G. Yadid

doi:10.1007/s10051-001-8691-4

Probabilistic properties of neuron spiking time-series obtained in vivo

A. Bershadskii
, E. Dremencov
, D. Fukayama
, G. Yadid

The Mina and Everard Goodman Faculty of Life Sciences - at Bar-Ilan University

The International Coalition for Agunah Rights
Yale University
Bar-Ilan University
Chuo University

Research output: Contribution to journal › Article › peer-review

11 Scopus citations

Abstract

Probabilities properties of spiking time-series obtained in vivo from singular neurons belonging to Red Nucleus of brain are analyzed for two groups of rats: genetically defined rat model of depression (Flinders Sensitive Rat Line - FSL) and a control (healthy) group. The FSL group shows a distribution of interspike intervals with a much longer tail than that found for normal rats. The former distribution (for the FSL group) indicates a power-law with exponent α = -1 ± 0.1. A simple thermodynamic (noise) model is elaborated to explain obtained results.

Original language	English
Pages (from-to)	409-413
Number of pages	5
Journal	European Physical Journal B
Volume	24
Issue number	3
DOIs	https://doi.org/10.1007/s10051-001-8691-4
State	Published - 1 Dec 2001

Keywords

87.10.+e General theory and mathematical aspects
87.17.-d Cellular structure and processes
87.18.Sn Neural networks
87.19.La Neuroscience

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10.1007/s10051-001-8691-4

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title = "Probabilistic properties of neuron spiking time-series obtained in vivo",

abstract = "Probabilities properties of spiking time-series obtained in vivo from singular neurons belonging to Red Nucleus of brain are analyzed for two groups of rats: genetically defined rat model of depression (Flinders Sensitive Rat Line - FSL) and a control (healthy) group. The FSL group shows a distribution of interspike intervals with a much longer tail than that found for normal rats. The former distribution (for the FSL group) indicates a power-law with exponent α = -1 ± 0.1. A simple thermodynamic (noise) model is elaborated to explain obtained results.",

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AU - Bershadskii, A.

AU - Dremencov, E.

AU - Fukayama, D.

AU - Yadid, G.

PY - 2001/12/1

Y1 - 2001/12/1

N2 - Probabilities properties of spiking time-series obtained in vivo from singular neurons belonging to Red Nucleus of brain are analyzed for two groups of rats: genetically defined rat model of depression (Flinders Sensitive Rat Line - FSL) and a control (healthy) group. The FSL group shows a distribution of interspike intervals with a much longer tail than that found for normal rats. The former distribution (for the FSL group) indicates a power-law with exponent α = -1 ± 0.1. A simple thermodynamic (noise) model is elaborated to explain obtained results.

AB - Probabilities properties of spiking time-series obtained in vivo from singular neurons belonging to Red Nucleus of brain are analyzed for two groups of rats: genetically defined rat model of depression (Flinders Sensitive Rat Line - FSL) and a control (healthy) group. The FSL group shows a distribution of interspike intervals with a much longer tail than that found for normal rats. The former distribution (for the FSL group) indicates a power-law with exponent α = -1 ± 0.1. A simple thermodynamic (noise) model is elaborated to explain obtained results.

KW - 87.10.+e General theory and mathematical aspects

KW - 87.17.-d Cellular structure and processes

KW - 87.18.Sn Neural networks

KW - 87.19.La Neuroscience

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Probabilistic properties of neuron spiking time-series obtained in vivo

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Keywords

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