Exploring Weight Balancing on Long-Tailed Recognition Problem
This addresses recognition issues in skewed datasets, offering a more efficient solution for computer vision applications, though it is incremental as it builds on existing weight balancing techniques.
The study tackled the long-tailed recognition problem by analyzing weight balancing, finding it decomposes into increased Fisher's discriminant ratio and implicit logit adjustment, and simplified the method to a single training stage while improving accuracy.
Recognition problems in long-tailed data, in which the sample size per class is heavily skewed, have gained importance because the distribution of the sample size per class in a dataset is generally exponential unless the sample size is intentionally adjusted. Various methods have been devised to address these problems.Recently, weight balancing, which combines well-known classical regularization techniques with two-stage training, has been proposed. Despite its simplicity, it is known for its high performance compared with existing methods devised in various ways. However, there is a lack of understanding as to why this method is effective for long-tailed data. In this study, we analyze weight balancing by focusing on neural collapse and the cone effect at each training stage and found that it can be decomposed into an increase in Fisher's discriminant ratio of the feature extractor caused by weight decay and cross entropy loss and implicit logit adjustment caused by weight decay and class-balanced loss. Our analysis enables the training method to be further simplified by reducing the number of training stages to one while increasing accuracy. Code is available at https://github.com/HN410/Exploring-Weight-Balancing-on-Long-Tailed-Recognition-Problem.