混合回归树

M. Jena, Asit Patra, B. Sahoo, Satchidananda Dehuri
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引用次数: 0

摘要

回归树是最流行的基于机器学习的决策模型之一。与决策树不同,它预测的是一个连续的值。为了处理回归问题,出现了许多回归模型,其中大多数模型在捕获非线性模式时面临困难。一些回归模型对异常值很敏感,比如回归树。本文提出了一种结合回归树和脊回归特征的混合回归模型,以提高回归问题的性能。在该模型中,对回归树的叶节点进行了修改。提出的混合模型不是存储相应目标输出值的平均值,而是将合适的元组存储在其叶节点中。当插入一些预测值时,控制转移到相应的叶节点,并将脊回归应用于叶节点以预测所需的值。在该方法中,阈值对于决定叶节点中元组的数量起着至关重要的作用,从而影响到时间复杂度和均方误差。通过使用四个实际数据集,将所提出的模型与其他回归模型的性能进行了广泛的比较分析。实验结果表明,该方法在单独应用时优于回归树和脊回归。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hybrid Regression Tree
A regression tree is one of the most popular machine learning-based decision models. Unlike a decision tree it predicts a continuous value. Many regression models have emerged to handle the regression problems, where most of them faced difficulties while capturing the non-linear patterns. Some regression models are sensitive to outliers, like regression trees. In this paper, a hybrid regression model is proposed, which combines the features of regression tree and ridge regression to improve the performance of regression problem. In the proposed model, the leaf nodes of the regression tree are modified. Rather than storing the mean of the corresponding targeted output values, the proposed hybrid model stores the suitable tuples in its leaf nodes. When some predictor values are inserted, the control transfers to the corresponding leaf node, and ridge regression is applied to the leaf node to predict the required values. In this method, the threshold value plays a vital role in deciding the number of tuples in the leaf nodes, which further affects the time complexity and mean squared error. Extensive comparative analysis has been made by comparing the performance of the proposed model with other regression models using four real-world datasets. The experimental results show that the proposed method outperforms the regression tree and ridge regression when applied individually.
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