PSAR: Predictive space aggregated regression and its application in valvular heart disease classification

Ting Chen, Ritwik K. Kumar, G. Troianowski, T. Syeda-Mahmood, D. Beymer, K. Brannon
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引用次数: 4

Abstract

This paper presents a predictive space aggregated regression based boosting algorithm, and its application in classifying the Continuous Wave(CW) Flow Doppler image data set with the diseases of stenosis and regurgitation in mitral and aortic valves. The proposed algorithm involves finding a way to simultaneously combine all the weak learners based on a well-justified assumption as in the previous work[1] that not only the weak learners but each training sample should have different contributions toward learning the final strong hypothesis. However, the proposed algorithm greatly improves on the previous method by (1) dramatically reducing the number of combination weights, leading to a more stable numerical solution, (2) having regularization in both data and predictive spaces to reduce the generalization error of the model, and (3) using the sparse weight selection scheme in the testing to further avoid overfitting. A sparse subset of the training data is chosen to best approximate the test sample, and the final hypothesis is constructed based only on the chosen training samples and associated weak learner weights. Finally, we empirically show that the proposed technique not only successfully solves the overfitting problem but also significantly increases the performance of the weak classifiers via a set of comparison experiments on the CW Flow Doppler image data set consisting of 4 types of valvular diseases at different severity levels.
预测空间聚合回归及其在瓣膜性心脏病分类中的应用
提出了一种基于预测空间聚合回归的增强算法,并将其应用于二尖瓣和主动脉瓣狭窄和反流疾病的连续波血流多普勒图像数据集的分类。所提出的算法涉及到找到一种方法来同时结合所有弱学习器,基于一个充分证明的假设,就像之前的工作[1]一样,不仅弱学习器,而且每个训练样本都应该对学习最终的强假设有不同的贡献。然而,该算法在之前方法的基础上有了很大的改进:(1)显著减少了组合权值的数量,使得数值解更加稳定;(2)在数据和预测空间中都进行了正则化,减少了模型的泛化误差;(3)在测试中使用稀疏权值选择方案,进一步避免了过拟合。选择训练数据的一个稀疏子集来最接近测试样本,并仅基于所选的训练样本和相关的弱学习器权值构建最终假设。最后,我们通过对4种不同严重程度的瓣膜疾病的连续波血流多普勒图像数据集进行对比实验,实证表明所提出的方法不仅成功地解决了过拟合问题,而且显著提高了弱分类器的性能。
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