2018
DOI: 10.31219/osf.io/q9pjb
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Probabilistic Models, Learning Algorithms, Response Variability: Sampling in Cognitive Development

Abstract: Although probabilistic models of cognitive development have become increasingly prevalent, one challenge is to account for how children might cope with a potentially vast number of possible hypotheses. We propose that children might address this problem by ‘sampling’ hypotheses from a probability distribution. We discuss empirical results demonstrating signatures of sampling, which offer an explanation for the variability of children's responses. The sampling hypothesis provides an algorithmic account of how c… Show more

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Cited by 12 publications
(14 citation statements)
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“…It is impossible for any system, human or computer, to consider and compare all of the possible hypotheses relevant to a realistic learning problem. Computer scientists and statisticians often use "sampling" to help solve this problem-stochastically selecting some hypotheses rather than others-and there is evidence that people, including young children, do something similar (43)(44)(45).…”
mentioning
confidence: 99%
“…It is impossible for any system, human or computer, to consider and compare all of the possible hypotheses relevant to a realistic learning problem. Computer scientists and statisticians often use "sampling" to help solve this problem-stochastically selecting some hypotheses rather than others-and there is evidence that people, including young children, do something similar (43)(44)(45).…”
mentioning
confidence: 99%
“…The above contradictory results argue for more studies on the nature of infants' internal representations of probabilistic structure and the algorithms infants use to approximate the analytical solution (cf. Bonawitz, Denison, Griffiths, & Gopnik, 2014). These future studies should also overcome some of the limitations of the above studies in that some of them only use one preference trial and fail to control for parental interference (e.g.…”
Section: 1: the Developmental Origins Of Probabilistic Inferencementioning
confidence: 99%
“…We call this the START model, for "STochastic search with smART initializations." The notion of theory learning as a stochastic search has been proposed as one way of connecting Bayesian models of cognitive development with the dynamics of children's learning (Ullman et al, 2012;Bonawitz et al, 2014), but it also offers a promising way to think about learning in our dynamic physics tasks.…”
Section: Smart Initialization and Short Search: The Start Modelmentioning
confidence: 99%