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Partial Least Square Discriminant Analysis for bankruptcy prediction

机译:破产的偏最小二乘判别分析

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This paper uses Partial Least Square Discriminant Analysis (PLS-DA) for the prediction of the 2008 USA banking crisis. PLS regression transforms a set of correlated explanatory variables into a new set of uncorrelated variables, which is appropriate in the presence of multicollinearity. PLS-DA performs a PLS regression with a dichotomous dependent variable. The performance of this technique is compared to the performance of 8 algorithms widely used in bankruptcy prediction. In terms of accuracy, precision, F-score, Type I error and Type Ⅱ error, results are similar; no algorithm outperforms the others. Behind performance, each algorithm assigns a score to each bank and classifies it as solvent or failed. These results have been analyzed by means of contingency tables, correlations, cluster analysis and reduction dimensionality techniques. PLS-DA results are very close to those obtained by Linear Discriminant Analysis and Support Vector Machine.
机译:本文使用偏最小二乘判别分析(PLS-DA)来预测2008年美国银行业危机。 PLS回归将一组相关的解释变量转换为一组新的不相关变量,这在存在多重共线性的情况下是合适的。 PLS-DA使用二分因变量执行PLS回归。将该技术的性能与破产预测中广泛使用的8种算法的性能进行了比较。在准确性,精度,F分数,I型误差和Ⅱ型误差方面,结果相似;没有算法能胜过其他算法。在性能背后,每种算法都会为每个库分配一个分数,并将其分类为有偿或失败。这些结果已通过列联表,相关性,聚类分析和降维技术进行了分析。 PLS-DA结果非常接近于线性判别分析和支持向量机。

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