The Negative Patterning effect
a non-linear discrimination problem Training: A+ B+ AB-
The Negative Patterning effect and the problem with the Rescorla-Wagner model of learning
The Negative Patterning effect cannot be modelled by the Rescorla-Wagner model of learning, because the R-W considers each stimulus independently, and cannot comprehend A and B together as behaving differently to how A and B would individually
Since A and B are both paired with + and -, it is impossible to learn, the model thinks AB must be twice as good as A or B
Running this in a simulation will show MORE outcome in the presence of AB, despite receiving the opposite training
How to simulate the Negative Patterning Effect into the Rescorla-Wagner Model of learning
This problem can be circumnavigated by considering a common component of the two elements (X): Training: A+ B+ AxB+ - This works well when simulated
Configural Theory
States that we learn separately about the cooccurrence of things, i.e. AB is learned as a separate entity X
- this allows us to solve a negative patterning problem
Pierce’s configural model of learning
Model of generalisation on the basis of similarity
𝚫Ep = β (λ - (Ep + pSp’ * Ep’)
where:
(p = novel stimulus)
𝚫Ep = change in excitatory strength (outcome prediction)
β = salience of the outcome (importance)
λ = outcome that happens (outcome = 1, no outcome = 0)
Ep = excitatory strength
pSp’ = similarity to other stimuli
Ep’ = excitatory strength of other stimuli
What is peak shift? How did Hanson observe this
Peak shift is the phenomenon when expectation for outcome is high for the trained stimulus, but highest at a stimulus slightly away from the trained stimulus, in the opposite direction to the discrimination stimulus
Hanson:
Peak shift compared to Rule and Generalisation
Mackintosh wrote up experiments by Aitken, showing that in humans, learning with natural stimuli with which they had experience (colour), there was no evidence of peak shift, instead evidence of Rule and Generalisation
- a rule had been learned (red means more food), and had been generalised to state that the redder it is, the more food (thus the peak of stimulation would be at the peak of redness, regardless of where they were trained to)
Do humans show a peak shift effect?
Not in stimuli they are familiar with, i.e. colour
- instead, here they show Rule and Generalisation
But, humans were found to show a peak shift effect when learning with artificial stimuli
Race Effect
Phonemes and their level of distinguishing
Perceptual Learning
Learning through sensory interaction with stimuli
Conceptual Learning
Learning the broader principles in order to be able to apply them to other circumstances
Can Perceptual learning facilitate discrimination between stimuli?
(Symonds and Hall’s flavour aversion experiment)
Yes
Shown by Symonds and Hall’s flavour aversion experiment
AX = HCl and Saline (sour and salty) BX = HCl and Sucrose (sour and sweet)
Intermixed (I) Group Training: - AX / BX - AX / BX - AX / BX - AX / BX - AX+ Test: - BX?
Blocked (B) Group Training: - AX / AX - AX / AX - BX / BX - BX / BX - AX+ Test: - BX?
Results:
Because:
- group I had more opportunities (7) than group B (1) to determine the inhibitory association between A and B in relation to X (if one is present the other is not)
Showing that our ability to discriminate between stimuli might be a learnt one
- not necessarily exposure to the stimuli, but learning the association between stimuli and outcome
Rescorla-Wagner model’s interpretation of new stimuli Vs Configural Theory
R-W:
If trained for A+ and B+
the model predicts that AB? will produce ++
> associative strength of A to + is 1
associative strength of B to + is 1
so the associative strength of AB must be 2
Configural Theory:
- A is 50% similar to AB
- B is 50% similar to AB
> so the outcome expected from AB is 50% of the associative strength of A and 50% of the associative strength of B
> so in the same scenario as above, the associative strength of AB will be 1