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16 - Cross-Cultural Unity and Diversity of Dyscalculia

from Part VI - Cultural Unity and Diversity

Published online by Cambridge University Press:  28 July 2022

Michael A. Skeide
Affiliation:
Max Planck Institute for Human Cognitive and Brain Sciences
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Summary

At an international conference in China, we were asked by a non-Chinese colleague: ‘Since Chinese students are already so good at mathematics, why are you studying dyscalculia?’ Advantages in the development of early mathematics ability have been generally documented in favour of Asian Pacific countries/regions including China, Japan, Korea, and Singapore (e.g., Miller et al. 2005; Leung 2014). However, this advantage does not translate to an ‘immunity’ from problems related to maths learning in children. Problems in arithmetic (termed dyscalculia) that are encountered in most western countries are found with equal prevalences in Asian Pacific countries/regions. Thus, the work we do in China along with other research is still important for understanding dyscalculia in a universal context.

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Chapter
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Publisher: Cambridge University Press
Print publication year: 2022

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References

Suggestions for Further Reading

Cheng, D. , Xiao, Q., Chen, Q, Cui, J, and Zhou, X. 2018. ‘Dyslexia and Dyscalculia Are Characterized by Common Visual Perception Deficits’. Developmental Neuropsychology 43 (6): 497507.Google Scholar
Devine, A., Soltész, F., Nobes, A., Goswami, U., and Szűcs, D.. 2013. ‘Gender Differences in Developmental Dyscalculia Depend on Diagnostic Criteria’. Learning and Instruction 27 (October): 31–9.Google Scholar
Lu, Y., Mei, M, Chen, G., and Zhou, X.. 2021. ‘Can Abacus Course Eradicate Developmental Dyscalculia’. Psychology in the Schools 58 (2): 235–51. https://doi.org/10.1002/pits.22441.Google Scholar
Miller, K. F., Kelly, M., and Zhou, X.. 2005. ‘Learning Mathematics in China and the United States’. Handbook of Mathematical Cognition 8 (35): 163–78.Google Scholar
Rodic, M., Zhou, X., Tikhomirova, T., et al. 2015. ‘Cross-Cultural Investigation into Cognitive Underpinnings of Individual Differences in Early Arithmetic’. Developmental Science 18 (1): 165–74. https://doi.org/10.1111/desc.12204.Google Scholar

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