ACE: Ally Complementary Experts for Solving Long-Tailed Recognition in
One-Shot
- URL: http://arxiv.org/abs/2108.02385v1
- Date: Thu, 5 Aug 2021 05:31:57 GMT
- Title: ACE: Ally Complementary Experts for Solving Long-Tailed Recognition in
One-Shot
- Abstract summary: One-stage long-tailed recognition methods improve the overall performance in a "seesaw" manner.
Existing algorithms bypass such trade-off by a multi-stage training process.
We propose a one-stage long-tailed recognition scheme, ally complementary experts (ACE)
- Score: 35.309006275276374
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: One-stage long-tailed recognition methods improve the overall performance in
a "seesaw" manner, i.e., either sacrifice the head's accuracy for better tail
classification or elevate the head's accuracy even higher but ignore the tail.
Existing algorithms bypass such trade-off by a multi-stage training process:
pre-training on imbalanced set and fine-tuning on balanced set. Though
achieving promising performance, not only are they sensitive to the
generalizability of the pre-trained model, but also not easily integrated into
other computer vision tasks like detection and segmentation, where pre-training
of classifiers solely is not applicable. In this paper, we propose a one-stage
long-tailed recognition scheme, ally complementary experts (ACE), where the
expert is the most knowledgeable specialist in a sub-set that dominates its
training, and is complementary to other experts in the less-seen categories
without being disturbed by what it has never seen. We design a
distribution-adaptive optimizer to adjust the learning pace of each expert to
avoid over-fitting. Without special bells and whistles, the vanilla ACE
outperforms the current one-stage SOTA method by 3-10% on CIFAR10-LT,
CIFAR100-LT, ImageNet-LT and iNaturalist datasets. It is also shown to be the
first one to break the "seesaw" trade-off by improving the accuracy of the
majority and minority categories simultaneously in only one stage. Code and
trained models are at https://github.com/jrcai/ACE.
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