Research on the Semantic and Pragmatic Reasoning of Chinese Hyperbolic Numerical Idioms Based on the Bayesian Model

Abstract Hyperbolic numerical idioms in modern Chinese are a phenomenon of hyperbolic rhetoric, where numeral words indicate extremely large or small quantities. This study uses Bayesian models to examine the semantic reasoning and pragmatic reasoning processes of hyperbolic numerical idioms. In terms of semantic reasoning, a conditional probability formula is used to demonstrate that hyperbolic quantities can infer any other quantity, leading to the conclusion that the idiomatic events with any quantity are generally valid; in terms of pragmatic reasoning, Bayes’ theorem is employed to show that hyperbolic numerical idioms significantly influence the listener’s numerical cognition, leading to a tendency for the listener’s estimation of the quantity related to the idioms to shift towards hyperbolic quantities. Finally, this study explores the applicable contexts for hyperbolic numerical idioms and analyzes the Bayesian mechanisms behind illegal hyperbolic expressions, pointing out that hyperbolic expressions must carry implications of impossibility and counterfactuality; if the hyperbolic expression conveys a commonplace event, it results in communication failure.

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Publication Details

Journal
Corpus-based Studies across Humanities
Published
2025-06-24
DOI
https://doi.org/10.1515/csh-2025-0014
Primary Topic
Natural Language Processing Techniques
Type
article
Field-Weighted Citation Impact
0.00

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article

Research on the Semantic and Pragmatic Reasoning of Chinese Hyperbolic Numerical Idioms Based on the Bayesian Model

Tianqi Xu, Jiang Yong
Corpus-based Studies across Humanities
Natural Language Processing Techniques
article

Research on the Semantic and Pragmatic Reasoning of Chinese Hyperbolic Numerical Idioms Based on the Bayesian Model

Tianqi Xu, Jiang Yong
article en

Abstract

Abstract Hyperbolic numerical idioms in modern Chinese are a phenomenon of hyperbolic rhetoric, where numeral words indicate extremely large or small quantities. This study uses Bayesian models to examine the semantic reasoning and pragmatic reasoning processes of hyperbolic numerical idioms. In terms of semantic reasoning, a conditional probability formula is used to demonstrate that hyperbolic quantities can infer any other quantity, leading to the conclusion that the idiomatic events with any quantity are generally valid; in terms of pragmatic reasoning, Bayes’ theorem is employed to show that hyperbolic numerical idioms significantly influence the listener’s numerical cognition, leading to a tendency for the listener’s estimation of the quantity related to the idioms to shift towards hyperbolic quantities. Finally, this study explores the applicable contexts for hyperbolic numerical idioms and analyzes the Bayesian mechanisms behind illegal hyperbolic expressions, pointing out that hyperbolic expressions must carry implications of impossibility and counterfactuality; if the hyperbolic expression conveys a commonplace event, it results in communication failure.

Corpus-based Studies across Humanities
Shanghai International Studies University (CN)
National Social Science Fund of China
Openalex Percentile: Top 93%
Natural Language Processing Techniques
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