一种新的医疗智能任务分类问题预处理方法

Haochen Jiang, Ziqi Wei, Jun Chen
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引用次数: 1

摘要

在医疗智能行业中,分类是最常见的任务之一。它出现在各种医疗工作中,如分诊、诊断和病理分析。可以选择机器学习中研究的许多分类算法来帮助解决这些任务。然而,由于医疗行业的特殊性,其数据集呈现出不平衡的特征。也就是说,数据在不同的类别中是倾斜分布的。不幸的是,不平衡数据的分类问题在数据挖掘和人工智能研究界一直被认为是经典而难以解决的问题。更糟糕的是,大多数提出的分类方法都是针对二元分类情况设计的,而医疗智能应用中常见的场景是多重分类。为了解决这一问题,本文提出了一种代价敏感变量邻居搜索(CSVNS)预处理结构。它结合了采样和成本敏感的思想,这是多类不平衡数据分类任务中最常用的两种策略。在采样过程中,引入了一种双叠可变邻域搜索(VNS)结构,并设计了15种不同的邻域结构来优化采样过程。同时,为分类器分配不同的权重,以提高分类器的分类能力。在实验部分,对所提出的方法在4个医疗数据集上进行了评估。选择$G$ - mean和mAUC来表示该方法在医学分类任务中的性能。实验结果表明,该方法在大多数情况下都优于经典方法。最后,对3个额外的数据集进行了测试,以证明算法的可扩展性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Novel Pre-processing Method for Classification Problems in Medical Intelligent Tasks
In the industry of medical intelligence, classification is one of the most common tasks. It appears in various medical jobs, such as triage, diagnosis, and pathologic analysis. Many classification algorithms studied in machine learning can be chosen to help solve these tasks. However, due to the special nature of the medical industry, its data sets show a character of imbalance. Namely, the data are skewed distributed in different classes. Unfortunately, the classification problem of imbalanced data has a reputation of classic and hard-to-solve in data mining and artificial intelligence research community. What's worse, most proposed classification methods are designed to deal with binary classification case, while the common scenario in medical intelligence applications is multi-classification. To deal with this, a pre-processing structure called Cost-Sensitive Variable Neighbour Search (CSVNS) is proposed in this paper. It combines the ideas of sampling and cost-sensitive, which are two most commonly used strategies for multi-class imbalanced data classification tasks. As for the sampling process, a double-stack Variable Neighbour Search (VNS) structure is introduced and 15 different neighborhood structures are designed to help optimizing the process. Also, the classes are allocated different weights to improve the classifier's classification capacity. In the experiment part, the proposed method is evaluated on 4 medical data sets. $G$ - mean and mAUC are selected to represent the method's performance in medical classification tasks. Experimental results show the proposed method outperforms the classic methods in most situations. In the end, 3 extra data sets are tested to demonstrate the algorithms' scalability.
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