In image classification, "debiasing" aims to train a classifier to be less susceptible to dataset bias, the strong correlation between peripheral attributes of data samples and a target class. For example, even if the frog class in the dataset mainly consists of frog images with a swamp background (i.e., bias-aligned samples), a debiased classifier should be able to correctly classify a frog at a beach (i.e., bias-conflicting samples). Recent debiasing approaches commonly use two components for debiasing, a biased model $f_B$ and a debiased model $f_D$. $f_B$ is trained to focus on bias-aligned samples (i.e., overfitted to the bias) while $f_D$ is mainly trained with bias-conflicting samples by concentrating on samples which $f_B$ fails to learn, leading $f_D$ to be less susceptible to the dataset bias. While the state-of-the-art debiasing techniques have aimed to better train $f_D$, we focus on training $f_B$, an overlooked component until now. Our empirical analysis reveals that removing the bias-conflicting samples from the training set for $f_B$ is important for improving the debiasing performance of $f_D$. This is due to the fact that the bias-conflicting samples interfere with amplifying the bias for $f_B$ since those samples do not include the bias attribute. To this end, we propose a simple yet effective data sample selection method which removes the bias-conflicting samples to construct a bias-amplified dataset for training $f_B$. Our data sample selection method can be directly applied to existing reweighting-based debiasing approaches, obtaining consistent performance boost and achieving the state-of-the-art performance on both synthetic and real-world datasets.
翻译:在图像分类中, “ 下降偏差” 的目的是训练一个分类器, 使其不易受到数据偏差的偏差偏差, 数据样本的外围属性和目标类之间的强烈关联性。 例如, 即使数据集中的青蛙类主要由具有沼泽背景的青蛙图像组成( 与偏差相配的样本), 降低偏差的分类器应该能够在海滩( 即, 偏差的样本) 正确对青蛙进行分类。 最近的偏差方法通常使用两个组成部分来降低偏差偏差, 一个偏差的模型$_ B$ 和一个偏差的模型 $f_ D$ 。 美元的样本经过训练后, 花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花花。 。