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- W2767967402 abstract "A Sense of Order: Numerical ordering ability predicts complex mental arithmetic performance Ian Lyons University of Chicago Sian Beilock University of Chicago Abstract: What are the key cognitive factors that characterize the potential difference between symbolic and non- symbolic representations of numerical magnitude, and can individual variability in such factors be used to predict differences in more complex mathematical processes? We suggest that the availability of information about relative numerical order is a critical factor that distinguishes symbolic from non-symbolic numbers. In the current experiment, we provide evidence that individual variability in symbolic numerical ordering ability strongly predicts performance on a series of complex mental arithmetic tasks even when controlling for a wide array of competing factors, including individuals’ precision in non-symbolic magnitude representations. Moreover, symbolic numerical ordering ability is shown to fully mediate the previously reported relation between non-symbolic magnitude processing and more complex mathematical skills. These results have important implications for designing math-education techniques and identifying reliable math-performance markers." @default.
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- W2767967402 date "2010-01-01" @default.
- W2767967402 modified "2023-09-25" @default.
- W2767967402 title "A Sense of Order: Numerical ordering ability predicts complex mental arithmetic performance" @default.
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