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This research addresses label noise in implicit feedback recommendation systems by introducing GMM-weighted Bayesian transition matrices to retain all data while reducing estimation bias. Theoretically proven and experimentally validated, the method offers a robust alternative to conventional sample-selection techniques that discard noisy examples. By calibrating reliability scores for every instance, it improves variance reduction without sacrificing data efficiency.
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Learning Robust Recommenders from Noisy Implicit Feedback via GMM-Weighted Bayesian Transition Matrix

arXiv2 min read

arXiv:2605.20721v3 Announce Type: replace Abstract: Label noise is a central challenge in learning from implicit feedback for recommendation. Conventional approaches discard noisy examples for robustness, but this sacrifices data efficiency. Unlike filtering approaches, Bayes-label transition matrix (BLTM) based methods keep all data, but their transition matrix estimates are skewed in practice. To reduce this skew, we introduce GMM-weighted Bayes-label Transition Matrix (RGBT), which augments BLTM with GMM-based instance weights. A GMM assigns each instance a reliability score, and these scores calibrate the BLTM to reduce bias. We show theoretically that RGBT retains all samples, yields consistent estimates, and provably reduces variance compared to CLTM, generalizing to any method with deterministic labels and non-negative weights. Experiments on real and synthetic datasets show that RGBT handles noisy samples more effectively than sample-selection methods, and calibrates the transition matrix more accurately than existing approaches.

Abstract:Label noise is a central challenge in learning from implicit feedback for recommendation. Conventional approaches discard noisy examples for robustness, but this sacrifices data efficiency. Unlike filtering approaches, Bayes-label transition matrix (BLTM) based methods keep all data, but their transition matrix estimates are skewed in practice. To reduce this skew, we introduce GMM-weighted Bayes-label Transition Matrix (RGBT), which augments BLTM with GMM-based instance weights. A GMM assigns each instance a reliability score, and these scores calibrate the BLTM to reduce bias. We show theoretically that RGBT retains all samples, yields consistent estimates, and provably reduces variance compared to CLTM, generalizing to any method with deterministic labels and non-negative weights. Experiments on real and synthetic datasets show that RGBT handles noisy samples more effectively than sample-selection methods, and calibrates the transition matrix more accurately than existing approaches.

Machine Learning (cs.LG)

arXiv:2605.20721 [cs.LG]

(or arXiv:2605.20721v3 [cs.LG] for this version)

https://doi.org/10.48550/arXiv.2605.20721 Focus to learn more arXiv-issued DOI via DataCite

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Full text under the publisher's open licence · 228 words

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