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Unlearning as Ablation: Toward a Falsifiable Benchmark for Generative Scientific Discovery

Created by
  • Haebom

Author

Robert Yang

Outline

This paper presents a skeptical perspective on claims that AI contributes to science, particularly the claim that AGI will cure all diseases or dramatically accelerate scientific discovery. It raises a key epistemological question: do large-scale language models (LLMs) generate new knowledge or simply reassemble fragments of memory? We propose "unlearning-as-ablation" as a testable method for answering this question. This involves removing a specific result and all supporting information (such as lemmas, alternative representations, and multi-step inferences) from the model, and then assessing whether the model can re-derive that result using only permitted axioms and tools. Success demonstrates generative capabilities beyond mere memorization, while failure demonstrates current limitations. This paper outlines a minimal pilot study demonstrating the feasibility of this method using mathematical and algorithmic examples, and discusses its potential extension to other fields such as physics and chemistry. This paper is an argumentative paper, focusing on conceptual and methodological contributions rather than empirical results. It aims to stimulate discussion on how principled ablation tests can help distinguish between AI reconstructing scientific knowledge and merely retrieving it, and how such tests can guide next-generation AI-for-Science benchmarks.

Takeaways, Limitations

Takeaways: Contributes to the development of rigorous evaluation methods in the field of AI-for-Science by proposing "unlearning-as-ablation," a novel methodology for assessing whether AI contributes to scientific discovery. It presents a metric that assesses the true generative ability of LLMs and distinguishes it from mere memory reproduction. It provides Takeaways, which is crucial for the development of next-generation AI-for-Science benchmarks.
Limitations: This paper focuses on conceptual and methodological discussions and does not provide empirical evidence. Further experimental research is needed to determine the practical applicability and effectiveness of the proposed methodology. Further research is needed to determine its applicability and generalizability across various scientific fields. Beyond mathematics and algorithms, further discussion is needed on the specific methodology and challenges associated with applying it to other fields, such as physics and chemistry.
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