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Boosted Fuzzy Granular Regression Trees

机译:提升的模糊粒度回归树

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摘要

The regression problem is a valued problem in the domain of machine learning, and it has been widely employed in many fields such as meteorology, transportation, and material. Granular computing (GrC) is a good approach of exploring human intelligent information processing, which has the superiority of knowledge discovery. Ensemble learning is easy to execute parallelly. Based on granular computing and ensemble learning, we convert the regression problem into granular space equivalently to solve and proposed boosted fuzzy granular regression trees (BFGRT) to predict a test instance. The thought of BFGRT is as follows. First, a clustering algorithm with automatic optimization of clustering centers is presented. Next, in terms of the clustering algorithm, we employ MapReduce to parallelly implement fuzzy granulation of the data. Then, we design new operators and metrics of fuzzy granules to build fuzzy granular rule base. Finally, a fuzzy granular regression tree (FGRT) in the fuzzy granular space is presented. In the light of these, BFGRT can be designed by parallelly combing multiple FGRTs via random sampling attributes and MapReduce. Theory and experiments show that BFGRT is accurate, efficient, and robust.
机译:回归问题是机器学习领域的一个有价值的问题,在气象、交通、材料等多个领域得到了广泛的应用。粒度计算(GrC)是探索人类智能信息处理的一种好方法,具有知识发现的优越性。集成学习易于并行执行。基于粒度计算和集成学习,我们将回归问题等效地转换为粒度空间进行求解,并提出了提升模糊粒度回归树(BFGRT)来预测测试实例。BFGRT的想法如下。首先,提出一种聚类中心自动优化的聚类算法;接下来,在聚类算法方面,我们采用MapReduce并行实现数据的模糊粒化。然后,我们设计了新的模糊粒度算子和度量,以构建模糊粒度规则库。最后,提出了模糊粒度空间中的模糊粒度回归树(FGRT)。有鉴于此,BFGRT可以通过随机抽样属性和MapReduce并行梳理多个FGRT来设计。理论和实验表明,BFGRT具有准确、高效、鲁棒性强的特点。

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