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Classification or regression using loo errors

机译:使用loo错误进行分类或回归

摘要

Approach to implement the algorithm for determining the regularization parameter λ of the vast number LOO of a matter of (RLS) regularized least squares (leave-one-out) error for the regularization parameter λ [challenge] a vast number of I will be disclosed. Algorithm implemented in [SOLUTION] The method uses time and space approximately the same as when training regularized least squares classifier / regression algorithm one. Based on the eigenvalue decomposition of the non-regularization kernel matrix, wherein the method comprises a suitable classification / regression process to the data set of medium. This process, accurate classification / regression is made possible by applying standard large sets of data (benchmark datasets), experimentally, using a Gaussian kernel with a value slightly greater than the bandwidth parameter σ. We also show a method of using a method of using such large and σ, as performed in the entire range of λ operations LOO value determines a linear time algorithm suitable for large data sets. [Selection Figure Figure 2
机译:公开一种用于确定算法的方法,该算法用于确定正则化参数λ的(RLS)正则化最小二乘(留一法)误差的质数的LOO的正则化参数λ[挑战] 。在[解决方案]中实现的算法该方法使用的时间和空间与训练正则化最小二乘分类器/回归算法1时大致相同。基于非正则化核矩阵的特征值分解,其中该方法包括对介质数据集进行适当的分类/回归处理。通过使用具有略大于带宽参数σ的值的高斯核,通过实验应用标准的大型数据集(基准数据集),可以实现准确的分类/回归过程。我们还展示了一种使用σ和σ的方法,如在整个λ操作范围内执行的,LOO值确定了适合于大数据集的线性时间算法。 [选择图图2

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