Multi Label Loss Correction Against Missing and Corrupted Labels

Abstract

Missing and corrupted labels can significantly ruin the learning process and, consequently, the classifier performance. Multi-label learning where each instance is tagged with variable number of labels is particularly affected. Although missing labels (false-negatives) is a well-studied problem in multi-label learning, it is considerably more challenging to have both false-negatives (missing labels) and false-positives (corrupted labels) simultaneously in multi-label datasets. In this paper, we propose Multi-Label Loss with Self Correction (MLLSC) which is a loss robust against coincident missing and corrupted labels. MLLSC computes the loss based on the true-positive (true-negative) or false-positive (false-negative) labels and deep neural network expertise. To distinguish between false-positive (false-negative) and true-positive (true-negative) labels, we use the output probability of the deep neural network during the learning process. Our method As MLLSC can be combined with different types of multi-label loss functions, we also address the label imbalance problem of multi-label datasets. Empirical evaluation on real-world vision datasets, i.e., MS-COCO, and MIR-FLICKR, shows that our method under medium (0.3) and high (0.6) corrupted and missing label probabilities outperform the state-of-the-art methods by, on average 23.97% and 9.31% mean average precision (mAP) points, respectively.

Cite

Text

Ghiassi et al. "Multi Label Loss Correction Against Missing and Corrupted Labels." Proceedings of The 14th Asian Conference on Machine Learning, 2022.

Markdown

[Ghiassi et al. "Multi Label Loss Correction Against Missing and Corrupted Labels." Proceedings of The 14th Asian Conference on Machine Learning, 2022.](https://mlanthology.org/acml/2022/ghiassi2022acml-multi/)

BibTeX

@inproceedings{ghiassi2022acml-multi,
  title     = {{Multi Label Loss Correction Against Missing and Corrupted Labels}},
  author    = {Ghiassi, Amirmasoud and Birke, Robert and Chen, Lydia.Y},
  booktitle = {Proceedings of The 14th Asian Conference on Machine Learning},
  year      = {2022},
  pages     = {359-374},
  volume    = {189},
  url       = {https://mlanthology.org/acml/2022/ghiassi2022acml-multi/}
}