Coherence reference channel for statistical analysis

[Rodolphe Nenert]

Dear Stanley, 

thanks for this very interesting point. Actually i cant go to SFN but my boss 
will, and i asked her to go to your talk!
Anyway, i was in fact looking for a practical way to select a reference channel 
with Fieldtrip function ft_freqstatistics.
The function connectivityanalysis calculated coherence between all possible 
channel-pair of electrodes. 
But i dont want to make statistical analysis on all possible pairs, so i was 
looking for a cfg parameter in order to select a ref.
Actually, i copied the the part of the Topographic plot that does that, by 
searching the name of the specified ref electrode in all pairs and then redraw 
the matrix with only concerned pairs.


 



On Tue, 9 Nov 2010 01:17:35 -0800, Stanley Klein <sklein at BERKELEY.EDU> 
wrote:

>Rodolphe, one interesting option for dealing with the EEG problem of
>reference electrode for coherence is to use Laplacians ("current sources")
>for each electrode. You may be interested in the pair of papers Winter, et
>al. J Neuroscience Methods 166 (2007) and Srinivasan, et al. (Statistics in
>Medicine, 26 2007) that my colleague Jian Ding did with Winter, Srinivasan
>and Nunez.  They compare Laplacian to regular reference for coherence.
>
>I would think that a good approach would be to do it with several types of
>very different references and compare the differences in coherence.
>
>I'm going to be giving a talk on coherence next week at the Neuroscience
>meeting in San Diego. I'm going to advocate measuring coherence on
>unfiltered data, but using VERY broad-bandwidth Hilbert pair wavelets, very
>local in time for doing the coherence. I have several questions on this:
>1) Does anyone know whether very broad bandwidth Hilbert pair wavelets 
have
>been used before? In my mind the locality in time is a useful complement to
>alternative approaches.
>
>2) Does anyone know whether it has been shown that Morlet and other usual
>wavelets are not very pretty when only 1 to 1.5 cycles are present. We use
>what we call Cauchy wavelets.
>
>3) Is there a good reference for the connection of cross-correlation to
>unnormalized coherence?
>Let me define what I mean:
>  CC(e1, e2, del) = v(e1, t) v(e2,t-del)           (1)       (using Einstein
>summation convention
>  Coh(e1, e2, f, n) = V(e1, t,  f, n) V*(e2, t, f, n) , (2) Einstein again
>implying sum on t.
>where v is the raw EEG, V is the wavelet transform
>  V(e, t, f, n) = v(e, t+del) * W(del, f, n),      (3)
>where   W(t, f, n) = 1/(1+ i f t)^n               (4)  for complex, Cauchy
>Hilbert pair wavelet
>e1, e2 are the electrodes (unreferenced preferably with referencing to be
>done at end)
>t is t, and del is the time shift
>f is the peak frequency of the wavelet
>n specifies the bandwidth of the wavelet (sqrt(n) is the number of half
>cycles)
>
>The connection between CC and Coh would be:
>   Coh(e1, e2, f, n) = CC(e1, e2, t+del) *W(del, f', n')   (5)
>where  f' and n' are simply connected to f and n but I'm still playing with
>this to validate it all.
>
>I'm very interested in learning whether Eq. 5 connecting unnormalized
>coherence to cross-correlation is familiar, especially with a pretty closed
>form time domain expression for the kernel W(del,f',n') in Eq. 5. The SfN
>meeting is soon, which is why I'm eager to learn whether Eq. 5 is well
>known. Pretty Hilbert pair filters like W are rare, so I'd be somewhat
>surprised if Eq. 5 is commonly used. But I'm new to this coherence business
>so I wouldn't be super surprised.
>
>I'd be interested in any feedback. I'll also be happy to meet with anyone
>interested in coherence at the SfN meeting or at the preceding
>satellite meeting on "Resting State" before SfN.
>Stan
>
>On Mon, Nov 8, 2010 at 3:48 PM, Rodolphe <batrod at gmail.com> wrote:
>
>> Dear Fieldtrip users,
>>
>> i take the liberty to ask again my question to you, as i still didnt find a
>> solution.
>> I used ft_connectivityanalysis fuction to get coherence values between
>> every channels.
>> I simply wonder how to select a reference channel to make statistical
>> analysis , like when you can select a reference channel to make a
>> Topographic plot on coherence values.
>>
>> Thanks a lot for your help,
>>
>> Rodolphe.
>>
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>>
>
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>You are receiving this message because you are subscribed to
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>between  users of the FieldTrip  toolbox, to share experiences
>and to discuss  new ideas for MEG and EEG analysis.
>See also http://listserv.surfnet.nl/archives/fieldtrip.html
>and http://www.ru.nl/neuroimaging/fieldtrip.
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You are receiving this message because you are subscribed to
the  FieldTrip list. The aim of this list is to facilitate the discussion
between  users of the FieldTrip  toolbox, to share experiences
and to discuss  new ideas for MEG and EEG analysis.
See also http://listserv.surfnet.nl/archives/fieldtrip.html
and http://www.ru.nl/neuroimaging/fieldtrip.
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