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Probabilistic categorization, selective attention, and sensitivity to correlated cues

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Title: Probabilistic categorization, selective attention, and sensitivity to correlated cues


1
Probabilistic categorization, selective
attention, and sensitivity to correlated cues
  • Daniel Little
  • Stephan Lewandowsky
  • University of Western Australia

2
Selective Attention
  • In category learning, it is implicit that people
    attend to valid cues
  • Tacit assumption of GCM (Nosofsky, 1986)
  • Asymptotic behavior of a connectionist network
    (e.g., ALCOVE Kruschke, 1988)

3
Selective Attention
  • Distribution of attention can explain many
    benchmark categorization phenomena
  • Blocking
  • Highlighting
  • Relative learning difficulty
  • Shift learning
  • However, several extensions to basic selective
    attention mechanisms have been proposed

Attention
4
Selective Attention
  • Rapid shifts of attention in response to error
    (RASHNL, EXIT)
  • When an error is made, attention is rapidly
    shifted to other stimulus dimensions
  • Learning effects (e.g., learned inattention
    Kruschke, 2001)
  • Interactions between cue salience and cue
    validity (Kruschke Johansen, 1999)
  • Inverse base rate effect (Kruschke, 2005)

5
Probabilistic Categorization
  • Probabilistic assignment of items to categories
  • Items will appear in both categories
  • Perfect performance is impossible

A
CORRECT
6
Probabilistic Categorization
  • Probabilistic assignment of items to categories
  • Items will appear in both categories
  • Perfect performance is impossible

A
WRONG
7
Probabilistic Categorization
Probabilistic Feedback P(A) .75
75
25
8
Probabilistic Categorization
  • Maximizing always respond to the category with
    the
  • higher payoff

75
25
  • Probability Matching allocate responses in
    proportion
  • to the payoff
  • People in probabilistic tasks typically
    probability match (e.g., Shanks et al.,
  • 2002) they do so in the present probabilistic
    task

9
Probabilistic Categorization
  • Probabilistic assignment of items to categories
  • Items will appear in both categories
  • Perfect performance is impossible
  • In probabilistic categorization the level of
    unavoidable error is increased
  • Even an optimal distribution of attention can not
    eliminate error completely

10
Probabilistic categorization
  • Increased error should result in increased
    attention shifting
  • Evidence for this comes from irrational
    cue-competition effects
  • Irrelevant features might be perceived as being
    valid
  • Relevant features might be perceived as not being
    valid (Castellan, 1973 Edgell et al. 1992).
  • Will attention shifting increase sensitivity to
    non-relevant correlated cues?

11
Correlated Cues
  • What are correlated cues?
  • Birds ? have wings can fly have feathers
    have beaks lay eggs, etc.
  • Small birds tend to sing, large birds do not

12
Correlated cues
  • Why are correlated cues important?
  • All of these correlations exist in the
    environment
  • To not take advantage of them would be irrational
    (wouldnt it?)
  • The results about whether people have knowledge
    about correlated cues is mixed

13
Correlated cues
  • People are sensitive to correlated cues in some
    tasks
  • Incidental learning (i.e., rate this person)
  • Wattenmaker (1991, 1993) Wattenmaker et al.
    (1995)
  • Feature inference
  • Chin-Parker Ross (2002)
  • But not in intentional category learning
  • Wattenmaker (1993), Chin-Parker Ross (2002)

14
Experiment
  • If probabilistic assignment of stimuli to
    categories increases attention shifting
  • this increased attention shifting might lead
    people to notice an otherwise irrelevant
    correlation

Probabilistic Feedback
Correlational Sensitivity
?
Attention
?
15
  • Category Learning Experiment
  • Two categories
  • Two conditions
  • Deterministic
  • Probabilistic

Correct
Wrong
16
X
Y
Z
Color
17
Current Experiment
  • Probabilistic Condition

Category A P(AStimulusA) .75
18
Current Experiment
  • Probabilistic Condition

Category A P(AStimulusB) .25
19
Current Experiment
Type II Shepard et al. (1961) Exclusive-or
  • Deterministic Condition

Category A P(AStimulusA) 1.0
20
Current Experiment
  • Z Color
  • Perfectly correlated during training
  • Are people sensitive to non-relevant correlated
    cues?

21
Current Experiments
CS 0 No switching when color changes
NEW
  • OLD

INDEX OF CORRELATIONAL SENSITIVITY The total
proportion of times that a participant switches
their response between an old item and a new
item (given that all that changes is the status
of the correlation)
CS 1 Switching every time color changes
A
B
A
22
Experiment
  • Are people sensitive to correlated cues in
    categorization?
  • Yes, but only in the probabilistic feedback
    condition
  • Replicated previous non-sensitivity in the
    deterministic condition

23
N 10
N 26
24
Attentional Diffusion
  • Are people sensitive to correlated cues in
    categorization?
  • Yes, but only in the probabilistic feedback
    condition
  • So youre more likely to learn that small birds
    sing if on occasion you see a small creature that
    sings which is not a bird

25
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26
Relationship
Probabilistic Feedback
Correlational Sensitivity
Diffuse Attention Profile
27
Modeling
  • To explore this, we fit three exemplar models
    that differ in how attention is allocated
  • GCM (Nosofsky, 1986)
  • Basic Exemplar Representation
  • ALCOVE (Kruschke, 1992)
  • Exemplar Representation connectionist learning
  • Attention is learned across trials
  • RASHNL (Kruschke Johansen, 1999)
  • Extension of ALCOVE, designed explicitly for
    probabilistic tasks
  • Salience parameter
  • Acts as an additional multiplier on psychological
    distance

28
Modeling
  • To explore this, we fit three exemplar models
    that differ in how attention is allocated
  • GCM (Nosofsky, 1986)
  • Basic Exemplar Representation
  • ALCOVE (Kruschke, 1992)
  • Exemplar Representation connectionist learning
  • Attention is learned across trials
  • RASHNL (Kruschke Johansen, 1999)
  • Extension of ALCOVE, designed explicitly for
    probabilistic tasks
  • Salience parameter
  • Acts as an additional multiplier on psychological
    distance

29
Modeling
  • Parameters optimized to each individuals final
    training performance
  • Transfer predictions generated from each model
  • Only the GCM was able to predict
  • Transfer utilization
  • Correlational sensitivity

30
GCM - Predicted Utilization
Deterministic Condition
Probabilistic Condition
Predictions generated after various points during
training Learning simulated in the GCM by
adding a new exemplar after every trial
YZ YC
YZ YC
31
Correlational Sensitivity
Data
32
Correlational Sensitivity
Data
33
Modeling
  • Only the GCM predicts both the deterministic and
    probabilistic condition
  • Used the GCM to explore the relationship between
    probabilistic feedback, attention shifting and
    sensitivity to correlation

34
Exploration
  • Fit probabilistic training with deterministic
    data
  • Assumes maximizing rather than probability
    matching
  • Attention profile more focused when we assume
    maximizing and not probability matching

35
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36
Relationship
Probability Matching
Probabilistic Feedback
Correlational Sensitivity
Diffuse Attention Profile
37
Exploration
  • If probability matching is associated with a more
    diffuse attention profile
  • and given that the probabilistic condition
    showed increased correlational sensitivity but
    the deterministic condition did not
  • then we might expect to find an empirical
    relationship between probability matching and
    correlational sensitivity

38
Exploration
  • probability matching and correlational
    sensitivity?
  • PM Score 1 ? Maximizing
  • PM Score .75 ? Probability Matching
  • PM Score .50 ?
  • Chance

39
Relationship
Probability Matching
Probabilistic Feedback
?
Correlational Sensitivity
Diffuse Attention Profile
40
Exploration
  • What happens as responding moves from
    deterministic to probabilistic?
  • Create a continuum of parameters from
    deterministic to probabilistic by linearly
    interpolation
  • All parameters
  • Attention parameters only
  • The probability matching behavior of the model is
    constant, but attention is made more diffuse

41
Exploration
42
Relationship
Probability Matching
Probabilistic Feedback
Correlational Sensitivity
Diffuse Attention Profile
43
Thank you
  • Probabilistic feedback leads to
  • Probability matching
  • Diffuse attention profile
  • Diffuse attention profile leads to correlational
    sensitivity
  • So youre more likely to learn that small birds
    sing if on occasion you see a small creature that
    sings which is not a bird
  • because you have to attend to more than size and
    song.

44
For more information
  • Little, D. R. Lewandowsky, S. (in press).
    Beyond non-utilization Irrelevant cues can gate
    learning in probabilistic categorization. Journal
    of Experimental Psychology Human Perception and
    Performance.
  • Little, D. R. Lewandowsky, S. (2008).
    Probabilistic Feedback Increases Sensitivity to
    Correlated Cues. Manuscript submitted for
    publication. University of Western Australia.
  • Lewandowsky, S., Little, D. R., Kalish, M. L.
    (2007). Knowledge and expertise. In F. T. Durso,
    R. Nickerson, S. Dumais, S. Lewandowsky, T.
    Perfect (Eds.). Handbook of applied cognition,
    2nd Ed. (pp. 83 110). Chicester Wiley.
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