TY - JOUR
T1 - Hysteresis-induced changes in preverbal infants’ approximate number precision
AU - Wang, Jinjing (Jenny)
AU - Libertus, Melissa E.
AU - Feigenson, Lisa
N1 - Funding Information:
This research was conducted at Johns Hopkins University and was funded by National Institutes of Health grant R01 HD057258 . The authors declare no conflict of interest that might influence the research. The authors gratefully thank all the participants of this study. We thank Kathleen Cracknell, Eva Lason, Arthi Rameshkumar, Janay Smith, and Samantha Tuepker for helping with data collection.
Publisher Copyright:
© 2018 Elsevier Inc.
PY - 2018/7/1
Y1 - 2018/7/1
N2 - Infants represent the approximate number of items in visual and auditory arrays. These number representations are noisy: for example, whereas 6-month-olds discriminate numerosities that differ by a 1:2 ratio (e.g., 8 vs. 16 dots), they fail to discriminate a 2:3 ratio (e.g., 8 vs. 12 dots) until 9 months old. How should we understand the nature of the representations underlying this performance? One possibility is that the precision of approximate number representations is fixed at a given age; alternatively, precision may be dynamic and context dependent. Here we asked whether one aspect of context—prior numerical experience—influences preverbal approximate number precision. We familiarized 6-month-old infants with pairs of images containing different numerosities. Critically, as trials progressed, the ratio of the two numerosities within each pair also gradually progressed– either from highly discriminable ratios to ratios that became harder to discriminate, or vice versa. After this ordered numerical training, we tested infants’ ability to discriminate numerosities differing by a challenging 2:3 ratio, with which infants of this age typically fail. In three experiments, we found that 6-month-old infants successfully discriminated the 2:3 ratio after starting with easy ratios and progressing to hard ones, but not after starting with hard ratios and progressing to easy ones, despite experiencing identical numerosities across these two conditions. This “numerical hysteresis” effect was feedback-dependent: infants only succeeded with the scaffolded training when they received trial-by-trial feedback. Together, these results provide evidence for a temporary modulation of infants’ number sense.
AB - Infants represent the approximate number of items in visual and auditory arrays. These number representations are noisy: for example, whereas 6-month-olds discriminate numerosities that differ by a 1:2 ratio (e.g., 8 vs. 16 dots), they fail to discriminate a 2:3 ratio (e.g., 8 vs. 12 dots) until 9 months old. How should we understand the nature of the representations underlying this performance? One possibility is that the precision of approximate number representations is fixed at a given age; alternatively, precision may be dynamic and context dependent. Here we asked whether one aspect of context—prior numerical experience—influences preverbal approximate number precision. We familiarized 6-month-old infants with pairs of images containing different numerosities. Critically, as trials progressed, the ratio of the two numerosities within each pair also gradually progressed– either from highly discriminable ratios to ratios that became harder to discriminate, or vice versa. After this ordered numerical training, we tested infants’ ability to discriminate numerosities differing by a challenging 2:3 ratio, with which infants of this age typically fail. In three experiments, we found that 6-month-old infants successfully discriminated the 2:3 ratio after starting with easy ratios and progressing to hard ones, but not after starting with hard ratios and progressing to easy ones, despite experiencing identical numerosities across these two conditions. This “numerical hysteresis” effect was feedback-dependent: infants only succeeded with the scaffolded training when they received trial-by-trial feedback. Together, these results provide evidence for a temporary modulation of infants’ number sense.
KW - Approximate number system
KW - Hysteresis
KW - Malleability
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U2 - 10.1016/j.cogdev.2018.05.002
DO - 10.1016/j.cogdev.2018.05.002
M3 - Article
AN - SCOPUS:85047089467
SN - 0885-2014
VL - 47
SP - 107
EP - 116
JO - Cognitive Development
JF - Cognitive Development
ER -