Ja n 20 05 Comment on : Characterization of subthreshold voltage fluctuations in neuronal membranes by M . Rudolph and A .

نویسندگان

  • A. Destexhe
  • Benjamin Lindner
چکیده

In a recent paper, Rudolph and Destexhe (Neural Comp. 15, 2577-2618, 2003) studied a leaky integrator model (i.e. an RC-circuit) driven by correlated (“colored”) Gaussian conductance noise and Gaussian current noise. They derived an expression for the stationary probability density of the membrane voltage. Here we show by standard analysis of solvable limit cases and by numerical simulations that their result does not hold for the general colored-noise case and uncover the errors made in the derivation of a Fokker-Planck equation for the probability density.

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1 5 Ju n 20 05 Comment on : Characterization of subthreshold voltage fluctuations in neuronal membranes

In two recent papers, Rudolph and Destexhe (Neural Comp. 15, 2577-2618, 2003; Neural Comp. in press, 2005) studied a leaky integrator model (i.e. an RC-circuit) driven by correlated (“colored”) Gaussian conductance noise and Gaussian current noise. In the first paper they derived an expression for the stationary probability density of the membrane voltage; in the second paper this expression wa...

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In two recent articles, Rudolph and Destexhe (2003, 2005) studied a leaky integrator model (an RC-circuit) driven by correlated (“colored”) gaussian conductance noise and Gaussian current noise. In the first article, they derived an expression for the stationary probability density of the membrane voltage; in the second, they modified this expression to cover a larger parameter regime. Here we ...

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In two recent articles, Rudolph and Destexhe (2003, 2005) studied a leaky integrator model (an RC-circuit) driven by correlated ("colored") gaussian conductance noise and Gaussian current noise. In the first article, they derived an expression for the stationary probability density of the membrane voltage; in the second, they modified this expression to cover a larger parameter regime. Here we ...

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تاریخ انتشار 2008