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The Inverse Scaling Effect of Pre-Trained Language Model Surprisal Is Not Due to Data Leakage
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The Inverse Scaling Effect of Pre-Trained Language Model Surprisal Is Not Due to Data Leakage
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In psycholinguistic modeling, surprisal from larger pre-trained language models has been shown to be a poorer predictor of naturalistic human reading times. However, it has been speculated that this may be due to data leakage that caused language models to see the text stimuli during training. This paper presents two studies to address this concern at scale. The first study reveals relatively little leakage of five naturalistic reading time corpora in two pre-training datasets in terms of length and frequency of token $n$-gram overlap. The second study replicates the negative relationship between language model size and the fit of surprisal to reading times using models trained on 'leakage-free' data that overlaps only minimally with the reading time corpora. Taken together, this suggests that previous results using language models trained on these corpora are not driven by the effects of data leakage.
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Cited by 1 Pith paper
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Surprisal Theory is Tautological (without Rational Grounding)
Unconstrained surprisal theory is a tautology: for any non-negative difficulty measure, a language model exists whose surprisal matches it affinely.
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