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Ranking of Classification Algorithms in Terms of Mean-Standard Deviation Using A-TOPSIS

机译:基于A-TOPSIS的均值标准差分类算法排名

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AbstractIn classification problems when multiple algorithms are applied to different benchmarks a difficult issue arises, i.e., how can we rank the algorithms? In machine learning, it is common to run the algorithms several times and then a statistic is calculated in terms of means and standard deviations. In order to compare the performance of the algorithms, it is very common to employ statistical tests. However, these tests may also present limitations, since they consider only the means and not the standard deviations of the obtained results. In this paper, we present the so-called A-TOPSIS, based on Technique for Order Preference by Similarity to Ideal Solution (TOPSIS), to solve the problem of ranking and comparing classification algorithms in terms of means and standard deviations. We use two case studies to illustrate the A-TOPSIS for ranking classification algorithms and the results show the suitability of A-TOPSIS to rank the algorithms. The presented approach can be applied to compare the performance of stochastic algorithms in machine learning. Lastly, to encourage researchers to use the A-TOPSIS for ranking algorithms, we also presented in this work an easy-to-use A-TOPSIS web framework.
机译: Abstract 在分类问题中,当将多种算法应用于不同的基准时,会出现一个困难的问题,即,我们如何对算法进行排名?在机器学习中,通常会多次运行算法,然后根据均值和标准差计算出统计量。为了比较算法的性能,通常采用统计测试。但是,这些测试也可能存在局限性,因为它们仅考虑均值,而不考虑所得结果的标准差。在本文中,我们提出了一种所谓的A-TOPSIS,它基于与理想解相似的顺序偏好技术(TOPSIS),以解决在均值和标准差方面对分类算法进行排名和比较的问题。我们使用两个案例研究来说明A-TOPSIS用于对分类算法进行排名,结果表明A-TOPSIS适用于对算法进行排名。所提出的方法可以用于比较随机算法在机器学习中的性能。最后,为了鼓励研究人员使用A-TOPSIS进行算法排名,我们还在这项工作中提出了一种易于使用的A-TOPSIS网络框架。

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