{"schema_version":"onlylabs.public_signal.v1","title":"Anthropic Writing: Studying Large Language Model Generalization With Influence Functions","description":"Anthropic writing signal with public source context, captured evidence pages, related signals, and data-business radar classification.","url":"https://onlylabs.fyi/signals/a5147657-35f9-4fb6-9a41-66b74f03bbf4","json_url":"https://onlylabs.fyi/signals/a5147657-35f9-4fb6-9a41-66b74f03bbf4/signal.json","generated_at":"2026-06-11T04:17:54.57699+00:00","org":{"slug":"anthropic","name":"Anthropic","category":"frontier-lab","category_label":"Frontier lab","dossier_url":"https://onlylabs.fyi/labs/anthropic","dossier_json_url":"https://onlylabs.fyi/labs/anthropic/dossier.json"},"related_urls":{"signal":"https://onlylabs.fyi/signals/a5147657-35f9-4fb6-9a41-66b74f03bbf4","signal_json":"https://onlylabs.fyi/signals/a5147657-35f9-4fb6-9a41-66b74f03bbf4/signal.json","source":"https://www.anthropic.com/research/studying-large-language-model-generalization-with-influence-functions","lab_dossier":"https://onlylabs.fyi/labs/anthropic","lab_dossier_json":"https://onlylabs.fyi/labs/anthropic/dossier.json","analysis":"https://onlylabs.fyi/analysis/anthropic","analysis_json":"https://onlylabs.fyi/analysis/anthropic/analysis.json","analysis_evidence_json":"https://onlylabs.fyi/analysis/anthropic/evidence.json","category":"https://onlylabs.fyi/frontier","category_json":"https://onlylabs.fyi/frontier.json","category_feed":"https://onlylabs.fyi/frontier/feed.xml","category_signals_json":"https://onlylabs.fyi/signals.json","topic":"https://onlylabs.fyi/topics/talking","topic_signals_json":"https://onlylabs.fyi/topics/talking/signals.json","topic_feed":"https://onlylabs.fyi/topics/talking/feed.xml","data_business":null},"answer_pack":{"answer":"Anthropic published Studying Large Language Model Generalization With Influence Functions. This talking signal gives public context for research themes, product direction, policy, or launch framing. 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This talking signal gives public context for research themes, product direction, policy, or launch framing. 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Influence functions aim to answer a counterfactual: how would the model&#x27;s parameters (and hence its outputs) change if a given sequence were added to the training set? While influence functions have produced insights for small models, they are difficult to scale to large language models (LLMs) due to the difficulty of computing an inverse-Hessian-vector product (IHVP). We use the Eigenvalue-corrected Kronecker-Factored Approximate Curvature (EK-FAC) approximation to scale influence functions up to LLMs with up to 52 billion parameters. In our experiments, EK-FAC achieves similar accuracy to traditional influence function estimators despite the IHVP computation being orders of magnitude faster. We investigate two algorithmic techniques to reduce the..."},"evidence_pages":[{"url":"https://www.anthropic.com/research/studying-large-language-model-generalization-with-influence-functions","final_url":"https://www.anthropic.com/research/studying-large-language-model-generalization-with-influence-functions","title":"Studying Large Language Model Generalization With Influence Functions","http_status":200,"content_type":"text/html; charset=utf-8","capture_method":"plain","fetched_at":"2026-06-11T04:17:54.57699+00:00","bytes":107829,"raw_path":"d34e0964e080c8c60e4bd65a7f6f8e24fd73d8e8634e5f50eda958ba9d7feaf8.html","content_hash":"00f9bccf44143d792e5228a83e1a4ed269aedea6514baca22b640058e992a334","excerpt_chars":1200,"truncated":true,"excerpt":"Studying Large Language Model Generalization with Influence Functions \\ Anthropic Alignment Research Studying Large Language Model Generalization with Influence Functions Aug 8, 2023 Read Paper Abstract When trying to gain better visibility into a machine learning model in order to understand and mitigate the associated risks, a potentially valuable source of evidence is: which training examples most contribute to a given behavior? Influence functions aim to answer a counterfactual: how would the model&#x27;s parameters (and hence its outputs) change if a given sequence were added to the training set? While influence functions have produced insights for small models, they are difficult to scale to large language models (LLMs) due to the difficulty of computing an inverse-Hessian-vector product (IHVP). We use the Eigenvalue-corrected Kronecker-Factored Approximate Curvature (EK-FAC) approximation to scale influence functions up to LLMs with up to 52 billion parameters. In our experiments, EK-FAC achieves similar accuracy to traditional influence function estimators despite the IHVP computation being orders of magnitude faster. 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