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Transcript
Homework: Coding and Neurons
1. Name some of the parameters that one can extract from a neural spike train in order to
test for a correlation with a given stimulus quality (like amplitude).
#action potentials, rate, frequency, interspike interval, latency to first spike …
2. Can you describe (or draw) what a rasterplot looks like and why it is useful?
Its shows when spikes occurred on each trial lined up by experimental time, for example
beginning of a trial
3. What is an interspike-interval distribution?
Shows how often an interval between two subsequent spikes occurred in a spike train
4. Let me know what was not clear and should be repeated again. Questions?
5. Look at the following spike trains depicting a neuron’s responses to tones of a)
increasing frequency and b) increasing loudness. Find the spike train parameter(s) that
vary with frequency and/or loudness and draw a response-curve.
2500 Hz
60dB
2000 Hz
50dB
1500 Hz
40dB
1000 Hz
30dB
frequency
Interspike interval
1500 Hz Tone (1000 ms)
#action potentials
rate
Tone (1000 ms)
f (Hz)
f (Hz)
1. Describe the elements of the McCulloch Pitts neuron. How do they correspond to
elements in real neurons?
These neurons sum up their inputs and compare that sum to a threshold.
2. Which characteristics of real neurons are not taken into account in McCulloch Pitts
neurons?
Temporal summation, leak currents
3. Very briefly describe how the characteristics mentioned in (2) can be taken into
account using integrate-and-fire or leaky integrate-and-fire neurons.
Temporal summation, leak
4. Which characteristics of real neurons can you think of that leaky integrate-and-fire
neurons do not model?
Non-linearities in summation, refractory period
5. If one does not want to explicitly model action potential generation using Na+ and K+
channels, what is a good alternative? How is a refractory period modeled in that case?
How can noise be introduced in these simulations?
You reset the voltage to 0 after a spike, which creates a refractory period. Or you can
even reset it to a negative valule. Noise can be added by making the threshold variable,
introducing a noise to the input
6. Look at the diagrams below. Label them as McCulloch Pitts, integrate and fire or leaky
integrate and fire. Explain.
A.
Input
Firing thres hold
LIF
Output
B.
Input
Firing thres hold
IF
Output
C.
Input
Firing threshold
McCulloch Pitts
Output