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analysis:course:week7 [2013/10/28 23:12]
mvdm
analysis:course:week7 [2018/07/07 10:19] (current)
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   * Test for coupling between delta phase and low-gamma amplitude in a ventral striatal LFP   * Test for coupling between delta phase and low-gamma amplitude in a ventral striatal LFP
  
 +Resources:
 +
 +  * (background reading, a short review on cross-frequency coupling) Jensen and Colgin, TICS 2007
 +  * (optional, a nice application of the tools covered here) Tort et al. PNAS 2008
 ==== Introduction ==== ==== Introduction ====
  
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 ☛ Subtract the mean from the rectified signal and plot the acorr again. Verify that the value at lag 1 matches the output of ''​corrcoef()''​ for lag 1. ☛ Subtract the mean from the rectified signal and plot the acorr again. Verify that the value at lag 1 matches the output of ''​corrcoef()''​ for lag 1.
 +
 === Application to real data === === Application to real data ===
  
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 In the previous section, we explored the relationships between different power bands of a signal. Such relationships are a form of //​cross-frequency coupling//: what happens in one frequency band depends on what happens in another. Such cross-frequency relationships are not limited to //power//, but can also extend to //phase//, as the following figure (from [[http://​www.ncbi.nlm.nih.gov/​pubmed/​17548233 | Jensen and Colgin, 2007]]) illustrates:​ In the previous section, we explored the relationships between different power bands of a signal. Such relationships are a form of //​cross-frequency coupling//: what happens in one frequency band depends on what happens in another. Such cross-frequency relationships are not limited to //power//, but can also extend to //phase//, as the following figure (from [[http://​www.ncbi.nlm.nih.gov/​pubmed/​17548233 | Jensen and Colgin, 2007]]) illustrates:​
  
-{{:​analysis:​course:​jensen_colgin_fig1.png?​750|}}+{{ :​analysis:​course:​jensen_colgin_fig1.png?​750 |}}
  
 The power-to-power coupling (a) we have explored using the correlation matrix of the spectrogram. To reveal cross-frequency coupling involving phase, we need a way to extract the phase of a signal. One way to accomplish this is to use the Hilbert transform: The power-to-power coupling (a) we have explored using the correlation matrix of the spectrogram. To reveal cross-frequency coupling involving phase, we need a way to extract the phase of a signal. One way to accomplish this is to use the Hilbert transform:
analysis/course/week7.1383016371.txt.gz · Last modified: 2018/07/07 10:19 (external edit)