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EZ-Sort: Efficient Pairwise Comparison via Zero-Shot CLIP-Based Pre-Ordering and Human-in-the-Loop Sortingopen access

Authors
Park, YujinChung, HaejunJang, Ikbeom
Issue Date
Nov-2025
Publisher
Association for Computing Machinery, Inc
Keywords
annotation; human-in-the-loop sorting; labeling; pairwise comparison; vlm-based pre-ordering
Citation
CIKM 2025 - Proceedings of the 34th ACM International Conference on Information and Knowledge Management, pp 5120 - 5124
Pages
5
Indexed
SCOPUS
Journal Title
CIKM 2025 - Proceedings of the 34th ACM International Conference on Information and Knowledge Management
Start Page
5120
End Page
5124
URI
https://scholarworks.bwise.kr/hanyang/handle/2021.sw.hanyang/209903
DOI
10.1145/3746252.3760848
Abstract
Pairwise comparison is often favored over absolute rating or ordinal classification in subjective or difficult annotation tasks due to its improved reliability. However, exhaustive comparisons require a massive number of annotations (O(n²)). Recent work[8] has reduced the annotation burden (O(n log n)) by actively sampling pairwise comparisons using a sorting algorithm. We further improve annotation efficiency by (1) roughly pre-ordering items using the CLIP (Contrastive Language-Image Pre-training) model hierarchically without training, and (2) replacing easy, obvious human comparisons with automated ones. The proposed EZ-Sort first produces a CLIP-based zero-shot pre-ordering, then initializes bucket-aware Elo scores, and finally runs an uncertainty-guided human-in-the-loop MergeSort. We validated our method using datasets from three domains: face-age estimation (FGNET)[10], historical image chronology (DHCI)[14], and retinal image quality assessment (EyePACS)[6]. EZ-Sort reduced human annotation cost by 90.5% compared to exhaustive pairwise comparisons and by 19.8% compared to prior work[8] (at n = 100), while improving or maintaining inter-rater reliability. These results demonstrate that combining CLIP-based priors with uncertainty-aware sampling yields an efficient and scalable solution for pairwise ranking.
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