处理不平衡和高维流数据的成本敏感正则化双平均

Zhong Chen, Zhide Fang, Victor S. Sheng, Andrea Edwards, Kun Zhang
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引用次数: 2

摘要

类不平衡影响数据流挖掘模型的预测能力,是在线学习中最具挑战性的问题之一。大多数现有的在线学习方法缺乏有效的机制来处理类分布偏态的高维流数据,导致模型解释不足和在线性能下降。本文提出了一种代价敏感正则化对偶平均(CSRDA)方法来解决这一问题。我们提出的方法通过构造一个新的凸优化函数,大大扩展了有影响力的正则化对偶平均(RDA)方法。具体而言,分别直接优化两个$R$ 1范数正则化代价敏感目标函数。然后从理论上分析了CSRDA的遗憾界和原始变量界。因此,CSRDA受益于实现平衡成本和稀疏性的理论收敛,用于严重不平衡和高维流数据挖掘。为了验证我们的方法,我们在六个具有不同失衡比率的基准流数据集上进行了广泛的实验。实验结果表明,与其他基线方法相比,CSRDA不仅提高了分类性能,而且更有效地捕获了稀疏特征,具有更好的可解释性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
CSRDA: Cost-sensitive Regularized Dual Averaging for Handling Imbalanced and High-dimensional Streaming Data
Class-imbalance is one of the most challenging problems in online learning due to its impact on the prediction capability of data stream mining models. Most existing approaches for online learning lack an effective mechanism to handle high-dimensional streaming data with skewed class distributions, resulting in insufficient model interpretation and deterioration of online performance. In this paper, we develop a cost-sensitive regularized dual averaging (CSRDA) method to tackle this problem. Our proposed method substantially extends the influential regularized dual averaging (RDA) method by formulating a new convex optimization function. Specifically, two $R$ 1 -norm regularized cost-sensitive objective functions are directly optimized, respectively. We then theoretically analyze CSRDA's regret bounds and the bounds of primal variables. Thus, CSRDA benefits from achieving a theoretical convergence of balanced cost and sparsity for severe imbalanced and high-dimensional streaming data mining. To validate our method, we conduct extensive experiments on six benchmark streaming datasets with varied imbalance ratios. The experimental results demonstrate that, compared to other baseline methods, CSRDA not only improves classification performance, but also successfully captures sparse features more effectively, hence has better interpretability.
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