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Comparative study of balancing methods: case of imbalanced medical data

机译:平衡方法的比较研究:医疗数据不平衡的情况

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Imbalanced learning problems contain unequal distribution of data samples among different classes, where most of the samples belong to some classes and the rest to the other classes. Learning from the imbalanced data is of utmost important to the research community as it is present in many vital real-world classification problems, such as medical diagnosis. There have been many works dealing with classification of imbalanced data sets. In medical data classification, we often face the imbalanced number of data samples where at least one of the classes constitutes only a very small minority of the data. In this paper, we proposed a learning method based on a cost-sensitive extension of Least Mean Square (LMS) algorithm that penalises errors of different samples with different weights and some rules of thumb to determine those weights. After the balancing phase, we apply different classifiers (Support Vector Machine [SVM], k-Nearest Neighbour [k-NN] and Multilayer Perceptron [MLP]) for the new balanced data set. We have also compared the results obtained by the LMS algorithm with the results obtained by the sampling techniques (under-sampling, oversampling and Synthetic Minority Oversampling Technique (SMOTE)).
机译:不平衡的学习问题包含不同类别中数据样本的不等分发,其中大多数样本属于某些类以及其余的其他类。从不平衡的数据学习对研究界最重要的是,因为它存在于许多重要现实世界分类问题,例如医学诊断。有许多作品处理不平衡数据集的分类。在医疗数据分类中,我们经常面临数据采样的不平衡数量,其中至少一个类仅构成数据的非常小的数据。在本文中,我们提出了一种基于成本敏感扩展的学习方法,其最低均线(LMS)算法惩罚不同权重的不同样本的错误和一些拇指规则来确定这些权重。在平衡阶段之后,我们为新的平衡数据集应用不同的分类器(支持向量机[SVM],k最近邻[K-NN]和MultiDayer Perceptron [MLP])。我们还将LMS算法与采样技术获得的结果进行了比较了LMS算法(取样,过采样和合成少数群体过采样技术(Smote))获得​​的结果。

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