2011
DOI: 10.1016/j.cogpsych.2011.08.002
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A rational model of the effects of distributional information on feature learning

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Cited by 21 publications
(62 citation statements)
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References 47 publications
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“…Although counter-intuitive from the broader perceptual similarity literature, previous behavioral studies with infants and adults on feature correlation predict that intra-item feature similarity should facilitate categorization (e.g., Austerweil & Griffiths, 2011; 2013). Feature correlation studies have shown that objects with correlated features (e.g., bananas tend to be yellow and have a crescent shape) rather than uncorrelated features (e.g., jelly beans come in many colors) enable more robust representations of multi-part objects and categories.…”
mentioning
confidence: 88%
See 1 more Smart Citation
“…Although counter-intuitive from the broader perceptual similarity literature, previous behavioral studies with infants and adults on feature correlation predict that intra-item feature similarity should facilitate categorization (e.g., Austerweil & Griffiths, 2011; 2013). Feature correlation studies have shown that objects with correlated features (e.g., bananas tend to be yellow and have a crescent shape) rather than uncorrelated features (e.g., jelly beans come in many colors) enable more robust representations of multi-part objects and categories.…”
mentioning
confidence: 88%
“…Feature correlation studies have shown that objects with correlated features (e.g., bananas tend to be yellow and have a crescent shape) rather than uncorrelated features (e.g., jelly beans come in many colors) enable more robust representations of multi-part objects and categories. Having stronger individual object representations due to consistent feature correlations aids categorization of these objects, because the features determining category diagnosticity are more reliable and thus less corrupted by noise (Austerweil & Griffiths, 2011; 2013; Goldstone, 2000; Younger & Cohen, 1986). Consistent feature correlations lead to narrower generalization based on specific features of existing category members, suggesting a tighter category boundary compared to that of uncorrelated features.…”
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confidence: 99%
“…The parameter l plays the same role as a, controlling how the number of latent causes grows as more customers enter, and hence the 'complexity' of the model. Soto and colleagues used the Indian buffet process in their latent-cause model of compound conditioning [13], and it has also been used in models of perceptual feature learning [58][59][60].…”
Section: Understanding the Effects Of Different Extinction Proceduresmentioning
confidence: 98%
“…On the other hand, the number of causes that could possibly be present ( K ) is not known in advance, as in the model presented by Gershman et al (2010). Following earlier work on models with simultaneously active latent causes of a priori unknown number (e.g., Austerweil & Griffiths, 2011; Navarro & Griffiths, 2008), we use the Indian Buffet Process (IBP; see Griffiths & Ghahramani, 2011) as an infinite-capacity distribution on Z : ZIBP(α)…”
Section: The Modelmentioning
confidence: 99%