LGMLMay 5, 2024

Active Preference Learning for Ordering Items In- and Out-of-sample

arXiv:2405.03059v27 citationsh-index: 25NIPS
Originality Incremental advance
AI Analysis

This work addresses the challenge of efficiently ordering items with subjective assessments, which is incremental as it builds on existing active preference learning methods by incorporating contextual attributes and noise modeling.

The paper tackled the problem of learning item orderings from pairwise comparisons by actively sampling comparisons to reduce annotations, accounting for item structure and noise variation. It proposed an active learning strategy that minimized an error bound, achieving superior sample efficiency and generalization in human-annotated tasks compared to baselines.

Learning an ordering of items based on pairwise comparisons is useful when items are difficult to rate consistently on an absolute scale, for example, when annotators have to make subjective assessments. When exhaustive comparison is infeasible, actively sampling item pairs can reduce the number of annotations necessary for learning an accurate ordering. However, many algorithms ignore shared structure between items, limiting their sample efficiency and precluding generalization to new items. It is also common to disregard how noise in comparisons varies between item pairs, despite it being informative of item similarity. In this work, we study active preference learning for ordering items with contextual attributes, both in- and out-of-sample. We give an upper bound on the expected ordering error of a logistic preference model as a function of which items have been compared. Next, we propose an active learning strategy that samples items to minimize this bound by accounting for aleatoric and epistemic uncertainty in comparisons. We evaluate the resulting algorithm, and a variant aimed at reducing model misspecification, in multiple realistic ordering tasks with comparisons made by human annotators. Our results demonstrate superior sample efficiency and generalization compared to non-contextual ranking approaches and active preference learning baselines.

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