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Non-linear principal component analysis-based hybrid classifiers: an application to bankruptcy prediction in banks

机译:基于非线性主成分分析的混合分类器:在银行破产预测中的应用

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This paper presents various non-linear principal component analysis (NLPCA)-based two-phase hybrid classifiers for predicting bankruptcy in banks. The first phase of the hybrids performs dimensionality reduction using NLPCA, which is implemented as a threshold accepting trained auto associative neural network (TAAANN). By considering the non-linear principal components as new inputs, second phase is invoked. In the second phase, which is essentially a classifier, we employed threshold accepting neural network (TANN), TANN without hidden layer, threshold accepting trained logistic regression (TALR) and multi layer perceptron (MLP). The results are compared with that of MLP, radial basis function neural network and found that the proposed hybrids performed well. It was observed that the NLPCA-TANN hybrid outperformed other hybrids over all data sets studied here. Further, TALR outperformed all the hybrids over all data sets. Based on the results, we infer that the hybrid classifiers performed very well by yielding high accuracies.
机译:本文提出了各种基于非线性主成分分析(NLPCA)的两阶段混合分类器来预测银行破产。混合动力汽车的第一阶段使用NLPCA进行降维,该算法被实现为接受训练后的自动联想神经网络(TAAANN)的阈值。通过将非线性主成分视为新输入,可以调用第二阶段。在本质上是分类器的第二阶段中,我们采用了阈值接受神经网络(TANN),无隐藏层的TANN,阈值接受经过训练的逻辑回归(TALR)和多层感知器(MLP)。将结果与MLP,径向基函数神经网络的结果进行比较,发现所提出的混合动力系统性能良好。据观察,在本文研究的所有数据集上,NLPCA-TANN杂种的表现均优于其他杂种。此外,TALR在所有数据集上的表现均优于所有杂种。根据结果​​,我们推断出混合分类器通过产生高准确性而表现很好。

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