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Soft-Split Sparse Regression Based Random Forest for Predicting Future Clinical Scores of Alzheimer's Disease

机译:基于软分裂稀疏回归的随机森林预测阿尔茨海默氏病的未来临床评分

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In this study, we propose a novel sparse regression based random forest (RF) to predict future clinical scores of Alzheimer's disease (AD) with the baseline scores and the MRI features. To avoid the stair-like decision boundary caused by axis-aligned split function in the conventional RF, we present a supervised method to construct the oblique split function by using sparse regression to select the informative features and transform the original features into the target-like features that are more discriminative. Then, we construct the oblique splitting function by applying the principal component analysis (PCA) on the transformed target-like features. Furthermore, to reduce the negative impact of potential mis-split induced by the conventional "hard-split", we further introduce the "soft-split" technique, in which both left and right nodes are visited with certain weights given a test sample. The experiment results show that sparse regression based RF alone can improve the prediction performance of the conventional RF. And further improvement can be achieved when both of the techniques are combined.
机译:在这项研究中,我们提出了一种基于稀疏回归的新型随机森林(RF),以基线分数和MRI特征来预测阿尔茨海默氏病(AD)的未来临床分数。为了避免常规射频中轴对齐分裂函数导致的阶梯状决策边界,我们提出了一种监督方法,该方法通过使用稀疏回归选择信息特征并将原始特征转换为目标状来构造斜分裂函数。具有更多区分性的功能。然后,我们通过对变换后的类似目标的特征应用主成分分析(PCA)来构造倾斜分裂函数。此外,为了减少常规“硬分割”引起的潜在错误分割的负面影响,我们进一步引入了“软分割”技术,在该技术中,在给定测试样本的情况下,以一定的权重访问了左节点和右节点。实验结果表明,仅基于稀疏回归的RF可以提高常规RF的预测性能。当两种技术结合在一起时,可以实现进一步的改进。

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