Aug 2026· Proceedings of the 32nd ACM SIGKDD Conference on Knowledge Discovery and Data Mining V.2· pp. 10589-10600· 0 citations· 13 references
Abstract
Scientific datasets, such as materials and molecular datasets, are often large, complex, and open-ended, posing a core challenge for data efficiency and model training. While data attribution (DA) offers a principled way to score and select samples for efficient learning, we identify a fundamental misalignment between existing DA assumptions and the phase-structured training process. Most DA methods assign each sample a single and static score under a fixed objective, which is difficult to align with scientific training dynamics. Through preliminary results, we identify a clear phase shift: early training primarily benefits from memorizing common and recurring patterns from abundant in-distribution (ID) samples, while later training increasingly relies on generalization by emphasizing complex, long-tailed out-of-distribution (OOD) samples. This phase-dependent behavior implies that a sample's value is not fixed, but can change with the model's state. To address this, we propose DuetDA, a decomposed and dynamic DA framework with model-state gating. DuetDA assigns each sample two complementary values, i.e., a memorization value and a generalization value, and uses a lightweight gate conditioned on the current model state to adaptively integrate them across training. We train DuetDA via meta-learning and apply it at inference time for data attribution, avoiding expensive second-order computations while directly optimizing for downstream performance gains. Theoretically, we show that single-objective static attribution is inherently limited under phase-structured objectives, and that dynamic integration is necessary to recover phase-dependent sample attribution. Empirically, on scientific benchmark MatBench, we show that (1) for accelerated training, DuetDA achieves more than 50% compute reduction while even improving the baselines on OOD set, and (2) compared to data pruning baselines, DuetDA gains about an overall 11% performance compared to the best general data pruning methods on OOD set, showing the effectiveness for open-ended data. We open-source our code at https://github.com/cjpcool/DuetDA.
Two algorithms, MAGE and SPELL, suited for reconstruction and attribution respectively, are presented, that run on existing metagradient machinery at no extra cost and demonstrate strong performance over existing baselines across training scales and measurement budgets.
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Tabular foundation models (TFMs) achieve strong predictive performance by conditioning on labeled demonstrations provided in context, without any parameter update. Yet how individual demonstrations shape a given prediction remains poorly understood. This gap matters in practice: the context is often assembled from what...
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Training data attribution for diffusion models aims to identify the training samples that influence a generated instance, but existing methods either require costly per-sample gradient computation or query-specific model optimization. Moreover, most methods attribute changes in a proxy loss rather than changes in the a...
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This work derives a bias-variance decomposition of the expected gap between the model's and target's collision probabilities, showing that SFT is not inherently biased toward mode collapse or its opposite, and shows that diversity miscalibration can arise from finite-sample error and shrink as SFT better approximates t...
Random splitting can yield non-independent train--test subsets when a dataset contains related samples, as is common in certain applications such as biochemical studies. This leads to overly optimistic generalization estimates. Here, we introduce ReLaG, a modality-agnostic framework that models sample relatedness throu...
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A central challenge in continual learning is to acquire new knowledge without forgetting what the model has already learned. This challenge appears in language model training when training data comes from various domain-, user-, or task-specific distributions that are encountered unevenly over time. In such settings, s...
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