基于重加权的自适应类平衡损失

Chuanyun Xu, Yu Zheng, Yang Zhang, Chengjie Sun, Gang Li, Zhaohan Zhu
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引用次数: 0

摘要

随着现实世界数据的快速增长,数据不平衡问题日益突出。因此,深度学习中的长尾问题近年来受到了广泛的关注。解决方案之一是应用类再平衡策略,例如直接使用类样本大小的倒数来重新加权。在以往的研究中,权重的设置只与类样本的数量有关。在重加权的敏感方法中,仅依靠类样本数量的信息来确定权重的大小是非常粗糙的。在本文中,我们对数据集的三个基本属性实现了自适应重加权,考虑了几个因素:类的数量、样本的数量和类的不平衡程度。对常用的样本不平衡问题求解方法进行了实验,提出了一种新的样本重加权方法。具体而言,提出了一种基于有效样本数的类平衡损失优化方法。实验表明,该方法在深度神经网络上对不平衡数据集进行重加权具有较好的效果。我们希望我们的工作将激发对重新加权中基于样本数量的惯例的重新思考。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Adaptive Class-Balanced Loss Based on Re-Weighting
As real-world data grows fast, the problem of data imbalance has become more prominent. Thus the long-tail problem in deep learning has received lots of attention recently. One of the solutions is to apply a class rebalancing strategy, such as directly using the inverse of the class sample size for reweighting. In past studies, the setting of weights only relates to the number of class samples. Only relying on the information of the number of class samples to determine the size of the weight is very crude in the sensitive method of re-weighting. In this paper, we implement adaptive re-weighting for three essential attributes of the dataset considering several factors: the number of classes, the number of samples, and the degree of class imbalance. We conducted experiments on the commonly used sample imbalance problem solution and proposed a new sample reweighting method. Specifically, a novel re-weighting idea is proposed to optimize Class-Balanced Loss Based on an Effective Number of Samples. Experiments show that the method is superior in re-weighting imbalanced datasets on deep neural networks. We hope our work will stimulate a rethinking of the number-of-samples-based convention in re-weighting.
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