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Hybrid classification and regression models via particle swarm optimization auto associative neural network based nonlinear PCA

机译:基于粒子群优化自动关联神经网络的非线性PCA混合分类与回归模型

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摘要

For solving classification and regression problems, we propose a hybrid system consisting of two phases which work in tandem. In the first phase, particle swarm optimization is employed to train a 3-layered auto associative neural network (henceforth called PSOAANN). In this phase, dimensionality reduction takes place in hidden layer, where the hidden nodes should be less than the input nodes. The outputs from the hidden nodes are then treated as nonlinear principal components (NLPC). They are fed to the second phase where several classifiers and regression methods are invoked. The second phase includes techniques viz., threshold accepting logistic regression (TALR), probabilistic neural network (PNN), group method of data handling (GMDH), support vector machine (SVM) and genetic programming (GP) for classification problems. For regression problems, general regression neural network (GRNN) is used in place of PNN. In addition, support vector machine (SVM), Genetic Programming (GP), GMDH are also employed, as they are versatile. The efficiency of the hybrid is analyzed on five banking datasets namely Spanish banks, Turkish banks, US banks and UK banks and UK credit dataset and five regression datasets viz., Bodyfat, Forestfires, AutoMPG, Boston Housing and Pollution. All the datasets are analyzed using 10 fold cross validation (10 FCV). It turns out that the proposed hybrid yielded higher accuracies across classification and regression problems.
机译:为了解决分类和回归问题,我们提出了一个混合系统,该系统包含两个阶段,这些阶段可以串联工作。在第一阶段,采用粒子群优化方法来训练3层自动关联神经网络(以下称为PSOAANN)。在此阶段,降维发生在隐藏层中,其中隐藏节点应小于输入节点。隐藏节点的输出然后被视为非线性主成分(NLPC)。它们被馈送到第二阶段,在第二阶段中将调用多个分类器和回归方法。第二阶段包括技术,即阈值接受逻辑回归(TALR),概率神经网络(PNN),数据处理的分组方法(GMDH),支持向量机(SVM)和遗传规划(GP),用于分类问题。对于回归问题,可以使用通用回归神经网络(GRNN)代替PNN。此外,还使用了支持向量机(SVM),遗传编程(GP),GMDH,因为它们用途广泛。在西班牙银行,土耳其银行,美国银行和英国银行以及英国信贷数据集和五个回归数据集(即,Bodyfat,Forestfires,AutoMPG,Boston Housing和Pollution)这五个银行数据集上分析了混合的效率。使用10倍交叉验证(10 FCV)分析所有数据集。事实证明,提出的混合算法在分类和回归问题上产生了更高的准确性。

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