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The distributivity law as a tool of k-NN classifiers’ aggregation: mining a cyber-attack data set

机译:分布定律作为k-NN分类器聚合的工具:挖掘网络攻击数据集

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This contribution proposed a novel approach for an ensemble method to increase classification accuracy and at the same time minimizing ensemble classifiers by applying the distributivity law which will aggregate the classifiers accordingly. Ensemble methods have been introduced as a useful and effective solution to improve the performance of the classification. Despite having the ability of producing the highest classification accuracy, ensemble methods have suffered significantly from their large volume of base classifiers. Nevertheless, we could overcome this problem by combining some of the classifiers. We employ here the classical version of the k Nearest Neighbor classifiers (k-NN classifiers). Moreover, this method requires the use of some suitable aggregation operators for which either the distributivity law or one of its respective inequalities occurs. A good example of such aggregations were average functions and triangular norms and conorms. The paper includes primarily the results of experiments performed on the cyber attacks in network dataset obtained from the machine learning repository UCI.
机译:该贡献提出了一种用于集成方法的新方法,该方法可通过应用将相应地聚合分类器的分布定律来提高分类精度,同时最小化集成分类器。引入了集成方法,作为提高分类性能的有用和有效的解决方案。尽管具有产生最高分类精度的能力,但是集成方法由于其大量的基础分类器而遭受了很大的损失。尽管如此,我们可以通过组合一些分类器来克服这个问题。在这里,我们使用k个最近邻分类器(k-NN分类器)的经典版本。而且,该方法需要使用一些合适的聚合算子,对于这些算子,要么发生分布定律,要么发生其相应的不等式之一。这种聚合的一个很好的例子是平均函数以及三角范数和康莫尔。本文主要包括对从机器学习存储库UCI获得的网络数据集中的网络攻击进行实验的结果。

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