Bradley-Terry Rankings for Recommender Systems Across Dataset Taxonomies
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Abstract (arXiv)
The ranking of recommendation algorithms is a challenging problem since model performance is sensitive to dataset characteristics such as sparsity, sequential structure, and scale. This drives a demand for a proper methodology for fair comparison between algorithms. Naive aggregation of performance metrics (e.g., averaging NDCG over benchmarks) can yield misleading rankings, undermining practical selection. To address this problem, we introduce a novel, data-driven ranking methodology based on Bradley-Terry (BT) model. We demonstrate that the obtained ranking depends on key dataset statistics. Additionally, we propose a novel metric for evaluating ranking consistency and demonstrate robustness of our ranking to incomplete data. Finally, we introduce a dataset-specific methodology for ranking algorithms on unseen datasets without running the models, relying on extensions of the Bradley-Terry framework, including BT trees and BT models with covariates.
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References · 21
- 2019Optuna: A Next-generation Hyperparameter Optimization Frameworkcited by 2,455
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- 2025Dobi-SVD: Differentiable SVD for LLM Compression and Some New Perspectivescited by 45
- 2021Uncertainty quantification in the Bradley-Terry-Luce modelcited by 28
- 2018Approximate Ranking from Pairwise Comparisonscited by 21
- 2022Uncertainty Quantification of MLE for Entity Ranking with Covariatescited by 16
9 more
- 2024Does It Look Sequential? An Analysis of Datasets for Evaluation of Sequential Recommendationscited by 15
- 2024Scalable Cross-Entropy Loss for Sequential Recommendations with Large Item Catalogscited by 15
- 2024From Variability to Stability: Advancing RecSys Benchmarking Practicescited by 12
- 2025Time to Split: Exploring Data Splitting Strategies for Offline Evaluation of Sequential Recommenderscited by 12
- 2022Tensor-based Sequential Learning via Hankel Matrix Representation for Next Item Recommendationscited by 5
- 2025Paired comparison models with strength-dependent ties and order effectscited by 2
- 2025APS Explorer: Navigating Algorithm Performance Spaces for Informed Dataset Selectioncited by 2
- 2025Beyond Pairwise Learning-To-Rank At Airbnbcited by 1
- 2025Matrix-Free Two-to-Infinity and One-to-Two Norms Estimationcited by 1
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