Using Imperfect Surrogates for Downstream Inference: Design-based
Supervised Learning for Social Science Applications of Large Language Models
- URL: http://arxiv.org/abs/2306.04746v3
- Date: Sun, 14 Jan 2024 23:02:59 GMT
- Title: Using Imperfect Surrogates for Downstream Inference: Design-based
Supervised Learning for Social Science Applications of Large Language Models
- Authors: Naoki Egami, Musashi Hinck, Brandon M. Stewart, Hanying Wei
- Abstract summary: computational social science (CSS) analyze documents to explain social and political phenomena.
One increasingly common way to annotate documents cheaply at scale is through large language models.
We present a new algorithm for using imperfect annotation surrogates for downstream statistical analyses.
- Score: 0.2812395851874055
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: In computational social science (CSS), researchers analyze documents to
explain social and political phenomena. In most scenarios, CSS researchers
first obtain labels for documents and then explain labels using interpretable
regression analyses in the second step. One increasingly common way to annotate
documents cheaply at scale is through large language models (LLMs). However,
like other scalable ways of producing annotations, such surrogate labels are
often imperfect and biased. We present a new algorithm for using imperfect
annotation surrogates for downstream statistical analyses while guaranteeing
statistical properties -- like asymptotic unbiasedness and proper uncertainty
quantification -- which are fundamental to CSS research. We show that direct
use of surrogate labels in downstream statistical analyses leads to substantial
bias and invalid confidence intervals, even with high surrogate accuracy of
80-90%. To address this, we build on debiased machine learning to propose the
design-based supervised learning (DSL) estimator. DSL employs a doubly-robust
procedure to combine surrogate labels with a smaller number of high-quality,
gold-standard labels. Our approach guarantees valid inference for downstream
statistical analyses, even when surrogates are arbitrarily biased and without
requiring stringent assumptions, by controlling the probability of sampling
documents for gold-standard labeling. Both our theoretical analysis and
experimental results show that DSL provides valid statistical inference while
achieving root mean squared errors comparable to existing alternatives that
focus only on prediction without inferential guarantees.
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