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DOI 10.1016/j.cogpsych.2026.101835

Медицинская библиотека · Cognitive psychology · 2026

Implicit and explicit statistical learning in reading: Evidence from a randomized controlled-learning study and computational modeling.

Lee Stephen Man Kit, Ziegler Johannes C, Tong Shelley Xiuli

СтатьяРандомизированное исследованиеПеревод в очереди

Аннотация

A key challenge in reading acquisition is understanding how learners extract the complex probabilistic mappings between print, meaning, and sound. Statistical learning (SL) theory offers a mechanistic account of how such mappings are acquired, whether implicitly through exposure or explicitly through instruction. We conducted a randomized controlled-learning study in Chinese, a writing system characterized by multiple sub-lexical regularities linking orthography, semantics, and phonology. Ninety-five 2nd-3rd graders with or at risk for dyslexia were randomly assigned to one of three groups: an implicit-SL training group exposed to repeated lexical and sublexical orthography-semantics-phonology associations, an explicit-SL training group receiving the same input plus explicit instruction on the sublexical print-sound mapping, and a no-SL control group. Both SL groups outperformed controls on the characters they were trained on, as well as on untrained characters that required generalization. However, only the explicit group demonstrated abstraction of print-sound mapping to novel items. Neural network simulations further revealed distinct mechanisms supporting implicit and explicit SL, consistent with a dual-system account of reading acquisition. Together, these findings (1) clarify how implicit and explicit learning distinctly support the discovery of statistical structure in written language and (2) underscore the implicit-explicit dual learning mechanism underlying reading acquisition.

Для цитирования: Lee Stephen Man Kit, Ziegler Johannes C, Tong Shelley Xiuli. Implicit and explicit statistical learning in reading: Evidence from a randomized controlled-learning study and computational modeling.. Cognitive psychology. 2026. DOI: 10.1016/j.cogpsych.2026.101835.

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