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Revisiting Recommendation Loss Functions through Contrastive Learning (Technical Report) (2312.08520v2)

Published 13 Dec 2023 in cs.AI

Abstract: Inspired by the success of contrastive learning, we systematically examine recommendation losses, including listwise (softmax), pairwise (BPR), and pointwise (MSE and CCL) losses. In this endeavor, we introduce InfoNCE+, an optimized generalization of InfoNCE with balance coefficients, and highlight its performance advantages, particularly when aligned with our new decoupled contrastive loss, MINE+. We also leverage debiased InfoNCE to debias pointwise recommendation loss (CCL) as Debiased CCL. Interestingly, our analysis reveals that linear models like iALS and EASE are inherently debiased. Empirical results demonstrates the effectiveness of MINE+ and Debiased-CCL.

Citations (4)

Summary

  • The paper introduces InfoNCE+, a novel loss that refines traditional recommendation loss functions by incorporating balance coefficients.
  • It proposes debiased variants like MINE+ and Debiased CCL that improve performance in linear models such as iALS and EASE.
  • Empirical findings indicate that leveraging contrastive learning insights can yield more efficient and unbiased recommendation engines.

Introduction

Recommendation systems have become an indispensable part of modern e-commerce and content platforms, guiding users toward items they are likely to enjoy or purchase. The evaluation of recommendation models, particularly the loss functions used during their training, remains a central challenge. In the field of machine learning, contrastive learning has demonstrated its strength across various tasks by effectively differentiating between similar (positive) and dissimilar (negative) data pairs. This paper explores contrastive learning as a means to enhance recommendation loss functions.

Understanding Recommendation Loss Functions

Loss functions in recommendation systems can be broadly categorized into three types: listwise, pairwise, and pointwise. These functions serve as a critical component in learning user-item interactions. Traditional recommendation losses such as Bayesian Personalized Ranking (BPR) and softmax losses have parallels with contrastive learning losses like InfoNCE from the field of computer vision and NLP.

The InfoNCE loss function, in particular, has been successful in multiple domains by grounding its objective in maximizing mutual information between relevant pairs. This paper proposes a new variant called InfoNCE+, which introduces balance coefficients to potentially improve recommendation model performance by emphasizing contrastive noise during optimization. Further, the paper explores the debiasing of pointwise recommendation losses, addressing potential biases in linear models like iALS and EASE, which are shown through theoretical examination to be inherently unbiased when considering contrastive learning losses.

Empirical Validation and Theoretical Insights

The paper's empirical findings demonstrate that debiased versions of recommendation losses perform better than biased alternatives. It introduces novel loss functions, MINE+ and Debiased CCL, to the field of recommendations. These functions take inspiration from the debiased contrastive loss and mutual information-based losses, respectively. Examining linear models like iALS and EASE under the scrutiny of these losses, the paper uncovers that both models are intrinsically debiased. This aligns with the increasing observation of the unexpected efficiency of simple linear models and may stimulate a better understanding of recommendation losses.

Implications and Conclusion

The results presented suggest that consideration of debiasing when designing recommendation loss functions can significantly improve performance. Also, the outcomes proposed by contrasting recommendation losses against those of contrastive learning provide a valuable perspective for enhancing recommendation models. The paper concludes by suggesting that these contrastive learning-inspired loss functions hold potential for further research when integrated with more sophisticated models. The insights from linear models like iALS and EASE reinforce the notion that a deeper theoretical comprehension of these systems can lead to efficient and unbiased recommendation engines.