Papers by Matthew Finlayson

4 papers
What Makes Instruction Learning Hard? An Investigation and a New Challenge in a Synthetic Environment (2022.emnlp-main)

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Challenge: Recent studies have focused on instruction learning, where a model learns to perform unseen tasks from task descriptions alone.
Approach: They propose to use a controlled synthetic environment to characterize large transformer models as instruction learners.
Outcome: The proposed model can interpret only 65.6% of test instructions and 11%-24% of instructions in out-of-distribution settings.
Causal Analysis of Syntactic Agreement Mechanisms in Neural Language Models (2021.acl-long)

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Challenge: Targeted syntactic evaluations have demonstrated the ability of language models to perform subject-verb agreement given difficult contexts.
Approach: They apply causal mediation analysis to pre-trained neural language models to investigate their models' preferences for grammatical inflections and whether neurons process subject-verb agreement similarly across sentences with different syntactic structures.
Outcome: The proposed model can predict correct token from grammatically minimally different continuations with high accuracy even in difficult contexts.
LILA: A Unified Benchmark for Mathematical Reasoning (2022.emnlp-main)

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Challenge: Towards evaluating and improving AI systems in this domain, we propose a mathematical reasoning benchmark based on 23 diversetasks .
Approach: They propose a mathematical reasoning benchmark that includes 23 diverse tasks . they extend the benchmark by collecting task instructions and solutions in the form of Python programs .
Outcome: The proposed model improves on multi-tasking while the best performing model only achieves 60.40%.
Increasing Probability Mass on Answer Choices Does Not Always Improve Accuracy (2023.emnlp-main)

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Challenge: Pretrained language models (LMs) are used to discriminate on multiple-choice tasks that place probability mass on vocabulary tokens that aren’t among the given answer choices.
Approach: They propose a mathematical formalism for SFC which allows us to quantify and bound its impact for the first time.
Outcome: The proposed method eliminates the impact of SFC in the majority of instances.

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