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A Hidden Feature Selection Method based on l2,0-Norm Regularization for Training Single-hidden-layer Neural Networks

机译:基于l 2,0 -范数正则化的隐藏特征选择方法用于训练单隐藏层神经网络

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Feature selection is an important data preprocessing for machine learning. It can improve the performance of machine learning algorithms by removing redundant and noisy features. Among all the methods, those based on l1-norms or l2,1-norms have received considerable attention due to their good performance. However, these methods cannot produce exact row sparsity to the weight matrix, so the number of selected features cannot be determined automatically without using a threshold. To this end, this paper proposes a feature selection method incorporating the l2,0-norm, which can guarantee exact row sparsity of weight matrix. A method based on iterative hard thresholding (IHT) algorithm is also proposed to solve the l2,0- norm regularized least square problem. For fully using the role of row-sparsity induced by the l2,0-norm, this method acts as network pruning for single-hidden-layer neural networks. This method is conducted on the hidden features and it can achieve node-level pruning rather than the connection-level pruning. The experimental results in several public data sets and three image recognition data sets have shown that this method can not only effectively prune the useless hidden nodes, but also obtain better performance.
机译:特征选择是机器学习的重要数据预处理。通过消除冗余和嘈杂的功能,它可以提高机器学习算法的性能。在所有方法中,基于 1 -规范或l 2,1 -规范因其良好的性能而受到了广泛的关注。但是,这些方法无法对权重矩阵产生确切的行稀疏性,因此,在不使用阈值的情况下无法自动确定所选要素的数量。为此,本文提出了一种特征选择方法,该方法结合了 2,0 -norm,可以保证权重矩阵的精确行稀疏性。还提出了一种基于迭代硬阈值算法的方法来解决该问题。 2,0 -规范化最小二乘问题。为了充分利用行稀疏的作用 2,0 -norm,此方法充当单隐藏层神经网络的网络修剪。此方法是在隐藏功能上进行的,它可以实现节点级修剪,而不是连接级修剪。在多个公共数据集和三个图像识别数据集上的实验结果表明,该方法不仅可以有效地修剪无用的隐藏节点,而且可以获得更好的性能。

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