EEG and Event- Related Potential (ERP) Method Flashcards
1
Q
Average amplitude data overview
A
- the analysis of event-related potentials (ERPs) is a method that allows us to investigate fast neural processes related to specific events of interest
- usually, we want to study what happens in the brain when participants engage in cognitive process, such as perceived, deciding and responding.
- ERPs can be obtained by time-locking the signal of the events we want to study, so we can analyze the signal amplitude at specific channels.
2
Q
key assumptions for averaging amplitude data
A
- the event of interest is defined in time
- the event consistently evokes the signal
- the timing of the signal is consistent
- the signal and the noise are uncorrelated
- the noise is random with a mean of zero
3
Q
the importance of averaging amplitude data
A
- we want to know whether there is brain activity reliably related to the cognitive process of interest
- however, usually the signal-trial EEG trace is far too noisy to do this
4
Q
the process of averaging amplitude data
A
- if our assumptions are met then we can align the trial segments from the event and average the respective trials
- all noise will average out, and we are left with a better estimate of the true neutral response to the event of interest.
5
Q
ERP’s categorized
A
- ERP’s are described by their polarity and their order
- specific ERP component are measured at specific channels, or groups of channels.
6
Q
reverse inference (major issue of ERP’s)
A
- ## concluding what a component ‘reflects’ in a specific experiment required knowing what the component ‘usually’ reflects, which again requires experiments
7
Q
different options to derive a measure of amplitude
A
- peak amplitude (ie. baseline to peak)
- peak-to-peak
- area under the curve
- latency (the onset of the amplitude)
- 70% of studies are interested on a baseline-to-peak measure; but then researchers have to decide what the best way to estimate is.
- the max peak (ie. the most extreme point)
- the mean amplitude (by defining a range around where the peak should be considering the mean)
8
Q
latency
A
- the latency refers to the onset of the ERP component
- there are math equations that help with estimating the latencies
- the tail end of component= usually negated
9
Q
studying cognition using ERP’s
A
- ## a good way to use ERPs for studying cognitive process is to subtract the waves from one condition from the waves from a control condition
10
Q
Gehring and collegues (1993) overview
A
- investigated whether there is a cognitive mechanism for the detection of the compensation of errors
- for this they measured the error related negativity (ERN), a negative deflection of up to 10 uV in amplitude observed at central electrodes ( 80-100 ms) after an erroneous response
- the ERN comes so fast after we have committed an error (because we can’t take it back anymore).
11
Q
Gehring and collegues (1993) actual experiment
A
- Gehring and colleagues asked their participants to emphasize accuracy or speed in a simple flanker-task in which participants had to respond to the central letter on the screen
- overall, they found a clear ERN on incorrect trial in comparison to the correct trials.
12
Q
Gehring and collegues (1993) results
A
- the ERN was indeed strongest when people emphasized accuracy, and weakest for speed.
- this confirmed their hypothesis that participants brains only cared about error deduction when this was also important
- however, this result does not show whether the ERN is also related to compensating for errors.
- if the ERN was not only indicating error detection, but also compensating for making an error, one would except that the ERN additionally reflected the attempt to break the error.
- to investigate the question, G+ H divided the erns from the entire experiment into qualities from ‘small’ to ‘extra large’
- they then investigated whether the ERN’s of different sizes were related to specific parameters, which may be related to correcting or avoiding errors.
13
Q
ERN’s meaning
A
- the greater the ERN, the lower the response force. participants might be trying to correct for the error
- the greater the ERN, the higher the probability to get it right on next trial. participants might be successful learning from errors.
- the greater the ERN, the slower the response on next trial. participants might be slowing down to avoid a subsequent error
14
Q
A
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