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Exponentially Weighted Random Forest

机译:指数加权随机森林

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摘要

Random forest (RF) is a supervised, non-parametric, ensemble-based machine learning method used for classification and regression task. It is easy in terms of implementation and scalable, hence attracting many researchers. Being an ensemble-based method, it considers equal weights/votes to all atomic units i.e. decision trees. However, this may not be true always for varying test cases. Hence, the correlation between decision tree and data samples are explored in the recent past to take care of such issues. In this paper, a dynamic weighing scheme is proposed between test samples and decision tree in RF. The correlation is defined in terms of similarity between the test case and the decision tree using exponential distribution. Hence, the proposed method named as Exponentially Weighted Random Forest (EWRF). The performance of the proposed method is rigorously tested over benchmark datasets from the UCI repository for both classification and regression tasks.
机译:随机森林(RF)是一种用于分类和回归任务的受监督,非参数,基于集合的机器学习方法。在实现和可扩展方面很容易,因此吸引了许多研究人员。作为基于合奏的方法,它将相同的权重/投票视为所有原子单位I.。决策树。但是,对于不同的测试用例,这可能不是真的。因此,在最近的过去探讨了决策树和数据样本之间的相关性,以处理此类问题。本文提出了一种动态称重方案,在RF中的测试样本和决策树之间提出。在使用指数分布的测试用例和决策树之间的相似性方面定义相关性。因此,所提出的方法命名为指数加权随机林(EWRF)。所提出的方法的性能通过来自UCI存储库的基准数据集来严格地测试分类和回归任务。

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