aiqbench analysis
This research challenges the standard assumption that balanced demographic representation is always optimal, proposing instead that latent separation in pre-trained models dictates whether subgroup balance impacts fine-tuning performance. By formalizing a hypothesis linking data distribution sensitivity to geometric properties in latent space, the study offers a theoretical framework and empirical validation for making more efficient data collection decisions in foundation model development.
When does Subgroup Balance Matter? Predicting Performance Sensitivity from Latent Separability
arXiv:2512.09496v2 Announce Type: replace Abstract: Unequal representation of demographic groups in training data poses challenges to model generalisation across populations. Standard practice assumes that balancing subgroup representation always optimises performance. However, recent empirical results contradict this assumption: in some cases, imbalanced data distributions actually improve subgroup performance, and in others, subgroup performance is unaffected by the absence of an entire subgroup during training. We propose the latent separation hypothesis, which states that a fine-tuned model's dependence on subgroup representation is determined by the degree of separation between subgroups in the latent space of the pre-trained model. We formalise this hypothesis, provide theoretical analysis, validate it empirically across four vision and language datasets, and present preliminary evidence of a causal role through regularisation experiments. Finally, we show how quantitative analysis of latent subgroup separation can inform practical data collection and balancing decisions when fine-tuning foundation models.
Title:When does Subgroup Balance Matter? Predicting Performance Sensitivity from Latent Separability
Abstract:Unequal representation of demographic groups in training data poses challenges to model generalisation across populations. Standard practice assumes that balancing subgroup representation always optimises performance. However, recent empirical results contradict this assumption: in some cases, imbalanced data distributions actually improve subgroup performance, and in others, subgroup performance is unaffected by the absence of an entire subgroup during training. We propose the latent separation hypothesis, which states that a fine-tuned model's dependence on subgroup representation is determined by the degree of separation between subgroups in the latent space of the pre-trained model. We formalise this hypothesis, provide theoretical analysis, validate it empirically across four vision and language datasets, and present preliminary evidence of a causal role through regularisation experiments. Finally, we show how quantitative analysis of latent subgroup separation can inform practical data collection and balancing decisions when fine-tuning foundation models.
Machine Learning (cs.LG); Artificial Intelligence (cs.AI)
arXiv:2512.09496 [cs.LG]
(or arXiv:2512.09496v2 [cs.LG] for this version)
https://doi.org/10.48550/arXiv.2512.09496 Focus to learn more arXiv-issued DOI via DataCite
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