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Distribution-Balanced Loss for Multi-Label Classification in Long-Tailed Datasets (2007.09654v4)

Published 19 Jul 2020 in cs.CV and cs.LG

Abstract: We present a new loss function called Distribution-Balanced Loss for the multi-label recognition problems that exhibit long-tailed class distributions. Compared to conventional single-label classification problem, multi-label recognition problems are often more challenging due to two significant issues, namely the co-occurrence of labels and the dominance of negative labels (when treated as multiple binary classification problems). The Distribution-Balanced Loss tackles these issues through two key modifications to the standard binary cross-entropy loss: 1) a new way to re-balance the weights that takes into account the impact caused by label co-occurrence, and 2) a negative tolerant regularization to mitigate the over-suppression of negative labels. Experiments on both Pascal VOC and COCO show that the models trained with this new loss function achieve significant performance gains over existing methods. Code and models are available at: https://github.com/wutong16/DistributionBalancedLoss .

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Authors (5)
  1. Tong Wu (228 papers)
  2. Qingqiu Huang (17 papers)
  3. Ziwei Liu (368 papers)
  4. Yu Wang (939 papers)
  5. Dahua Lin (336 papers)
Citations (219)

Summary

Distribution-Balanced Loss for Multi-Label Classification in Long-Tailed Datasets

The paper presents a novel loss function, termed Distribution-Balanced Loss, which addresses the challenges inherent in multi-label classification within long-tailed datasets. This work specifically focuses on mitigating issues arising from label co-occurrence and the dominance of negative labels. The paper introduces two primary modifications to the conventional binary cross-entropy (BCE) loss function: re-balanced weighting and negative-tolerant regularization.

Technical Contributions

  1. Re-Balanced Weighting:
    • This method adjusts the weights of samples to consider the label co-occurrence typical in multi-label datasets. Traditional methods, which usually involve class-specific re-weighting inversely proportional to class frequency, often fall short by not accounting for these occurrences.
    • The authors propose using a smoothing function to calculate a re-balancing weight, effectively closing the gap between expected and actual sampling frequencies. This weight adjustment aims to address sampling imbalance without contributing to overfitting.
  2. Negative-Tolerant Regularization:
    • Standard BCE loss tends to overly suppress negative labels, especially in scenarios with a high volume of negative samples—a common issue given the intrinsic design of BCE being symmetric.
    • The proposed regularization introduces a margin and scaling factor that help mitigate this suppression, thereby refining the classification boundaries.

Experimental Evaluation

The paper evaluates the effectiveness of the proposed Distribution-Balanced Loss on two multi-label benchmarks: Pascal VOC and MS COCO, specifically in their long-tailed versions. The models using the new loss function demonstrated significant performance improvements, surpassing existing state-of-the-art methods. Key numerical results include:

  • On the VOC-MLT dataset, a comprehensive increase in mean Average Precision (mAP) was observed, with notable gains in the tail class performance from the proposed re-balanced weighting.
  • Consistent mAP improvements were also noted on the COCO-MLT dataset, particularly enhancing results for tail classes, which are often underrepresented and challenging to classify accurately due to their rarity.

Implications and Future Directions

The Distribution-Balanced Loss function offers a robust solution for multi-label classification tasks that involve long-tailed data. Its implications extend beyond the benchmarks used, suggesting potential adaptability to other domains facing similar label distribution challenges. This work foregrounds the importance of considering both data distribution and co-occurrence in multi-label classification, setting a foundation for further exploration into loss functions tailored for intricate datasets.

From a theoretical standpoint, this approach raises questions about the optimization landscape in imbalanced classification and prompts consideration of alternative regularization schemes. Practically, as AI systems increasingly tackle complex, real-world data scenarios, such loss functions could be crucial for maintaining performance parity across all label groups.

Looking forward, advancements in integrating these loss function principles with other deep learning architectures, such as attention mechanisms or transformers tailored for multi-label classification, may yield further performance enhancements. Additionally, exploring adaptive configurations of the smoothing and regularization parameters across diverse data types could lead to even more generalized solutions within this research field.