Context versus Prior Knowledge in Language Models
Kevin Du, Vésteinn Snæbjarnarson, Niklas Stoehr, Jennifer C. White, Aaron Schein, Ryan Cotterell
TL;DR
The paper addresses how language models integrate prior knowledge with contextual information by introducing two information-theoretic metrics, the persuasion score $\psi$ and the susceptibility score $\chi$, to quantify context influence relative to prior knowledge. It provides a formal probabilistic framework, alongside entity-independent extensions, to measure how context and entity affect model answers using a synthetic 122-relation dataset derived from YAGO and multiple Pythia models. Empirical validation shows that context relevance and assertiveness boost persuasion, while familiarity and training-data frequency relate to susceptibility, with real entities generally less susceptible than unfamiliar ones. The work demonstrates practical applications for social science measurement and bias analysis, discusses limitations, and points to future work in retrieval-augmented generation and model control, highlighting the importance of transparent tools to analyze context–knowledge interactions in LLMs.
Abstract
To answer a question, language models often need to integrate prior knowledge learned during pretraining and new information presented in context. We hypothesize that models perform this integration in a predictable way across different questions and contexts: models will rely more on prior knowledge for questions about entities (e.g., persons, places, etc.) that they are more familiar with due to higher exposure in the training corpus, and be more easily persuaded by some contexts than others. To formalize this problem, we propose two mutual information-based metrics to measure a model's dependency on a context and on its prior about an entity: first, the persuasion score of a given context represents how much a model depends on the context in its decision, and second, the susceptibility score of a given entity represents how much the model can be swayed away from its original answer distribution about an entity. We empirically test our metrics for their validity and reliability. Finally, we explore and find a relationship between the scores and the model's expected familiarity with an entity, and provide two use cases to illustrate their benefits.
