Hi guys,
One knows, an ionic channel can be either open or closed  if we take a look at N channels, the probability that n channels are open needs to follow a binomial distribution.... now the standarddeviation is proportional to the square root of the considered channels  therefore : more channels are producing noise proportional to the square root .... I read (in some papers) it should be proportional to the inverse of the squareroot... but I don't see the logic behind  could you please give me a short explanation or do you know papers explaining this certain issue ?
Thank you in advance and kind regards
Channel noise

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Re: Channel noise
Time to learn about statistics and stochastic processes.

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Re: Channel noise
Dear Ted,
I know an stochastic approach with Markov chains does exist, but is the question answerable due to simple statistics ?
If we take a look at N channels  the probability that n channels are open follows a binomial distribution Bin(n,p)  so the standard deviation is proportional to the square root of n.
If we take a look at the relative frequency it is proportional to the reciprocal value.
Is this the answer in a very intuitive way ?
Kind regards,
I know an stochastic approach with Markov chains does exist, but is the question answerable due to simple statistics ?
If we take a look at N channels  the probability that n channels are open follows a binomial distribution Bin(n,p)  so the standard deviation is proportional to the square root of n.
If we take a look at the relative frequency it is proportional to the reciprocal value.
Is this the answer in a very intuitive way ?
Kind regards,

 Site Admin
 Posts: 5370
 Joined: Wed May 18, 2005 4:50 pm
 Location: Yale University School of Medicine
 Contact:
Re: Channel noise
That's it.