环状正则化极值学习机的最优剪枝方法

Lavneet Singh, G. Chetty
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引用次数: 3

摘要

由于计算时间增加,复杂性增加以及异常值导致的不良泛化,具有许多样本的大型数据集对于解决数据挖掘和机器学习中的问题是有问题的。此外,机器学习和统计模型的准确性和性能仍然基于一些参数的调整和优化,以产生更好的学习预测模型。在本文中,我们提出了一种新的极限学习机——环形ELM,利用RANSAC多模型响应正则化来修剪大量隐藏节点,以获得更好的最优性、泛化和分类精度。在不同的基准数据集上对所提出的ELM公式进行的实验评估表明,与其他算法(包括众所周知的用于二值和多类分类和回归问题的SVM、OP-ELM)相比,该算法对隐藏节点进行了最优修剪,具有更好的泛化和更高的分类精度。此外,我们将提出的算法扩展到更复杂的应用环境,包括MRI脑图像分类。在这项研究中,我们通过提取最显著的特征,并将其分类为正常和异常的大脑图像,来检验所提出的算法在各种大脑状态的磁共振图像(MRI)上的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Optimal Approach for Pruning Annular Regularized Extreme Learning Machines
Larger datasets, with many samples are problematic for solving problems in data mining and machine learning, due to increase in computational times, increased complexity, and bad generalization due to outliers. Further, the accuracy and performance of machine learning and statistical models are still based on tuning of some parameters and optimizing them for generating better predictive models of learning. In this paper, we propose a novel formulation of Extreme Learning Machines - the Annular ELM, with RANSAC multi model response regularization for pruning large number of hidden nodes to acquire better optimality, generalization and classification accuracy. Experimental evaluation of the proposed ELM formulation on different benchmark datasets showed that the algorithm optimally prunes the hidden nodes, with better generalization and higher classification accuracy as compared to other algorithms, including the well-known SVM, OP-ELM for binary and multi-class classification and regression problems. Also, we extended the proposed algorithm to a more complex application context involving MRI Brain Image classification. For this study, we examine the performance of the proposed algorithm on magnetic resonance images (MRI) of various states of brain by extracting the most significant features, and to classify them into normal and abnormal brain images.
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