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10.1016-j.cognition.2020.104521 |
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|a 00100277 (ISSN)
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|a Failure to replicate the benefit of approximate arithmetic training for symbolic arithmetic fluency in adults
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|b Elsevier B.V.
|c 2021
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|z View Fulltext in Publisher
|u https://doi.org/10.1016/j.cognition.2020.104521
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|a Previous research reported that college students' symbolic addition and subtraction fluency improved after training with non-symbolic, approximate addition and subtraction. These findings were widely interpreted as strong support for the hypothesis that the Approximate Number System (ANS) plays a causal role in symbolic mathematics, and that this relation holds into adulthood. Here we report four experiments that fail to find evidence for this causal relation. Experiment 1 examined whether the approximate arithmetic training effect exists within a shorter training period than originally reported (2 vs 6 days of training). Experiment 2 attempted to replicate and compare the approximate arithmetic training effect to a control training condition matched in working memory load. Experiments 3 and 4 replicated the original approximate arithmetic training experiments with a larger sample size. Across all four experiments (N = 318) approximate arithmetic training was no more effective at improving the arithmetic fluency of adults than training with control tasks. Results call into question any causal relationship between approximate, non-symbolic arithmetic and precise symbolic arithmetic. © 2020 The Authors
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|a adult
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|a Adult
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|a Approximate arithmetic
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|a Approximate number system
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|a arithmetic
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|a article
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|a cognition
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|a Cognition
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|a Cognitive training
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|a controlled study
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|a female
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|a human
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|a human experiment
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|a Humans
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|a major clinical study
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|a male
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|a Math
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|a mathematics
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|a Mathematics
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|a Memory, Short-Term
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|a numerical cognition
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|a Numerical cognition
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|a Replication
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|a sample size
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|a short term memory
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|a working memory
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|a Brannon, E.M.
|e author
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|a Park, J.
|e author
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|a Szkudlarek, E.
|e author
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|t Cognition
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