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Regularized simultaneous model selection in multiple quantiles regression

机译:多分位数回归中的正则化同时模型选择

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Simultaneously estimating multiple conditional quantiles is often regarded as a more appropriate regression tool than the usual conditional mean regression for exploring the stochastic relationship between the response and covariates. When multiple quantile regressions are considered, it is of great importance to share strength among them. In this paper, we propose a novel regularization method that explores the similarity among multiple quantile regressions by selecting a common subset of covariates to model multiple conditional quantiles simultaneously. The penalty we employ is a matrix norm that encourages sparsity in a column-wise fashion. We demonstrate the effectiveness of the proposed method using both simulations and an application of gene expression data analysis.
机译:与通常的条件均值回归相比,同时估计多个条件分位数通常被认为是更合适的回归工具,用于探索响应和协变量之间的随机关系。考虑多重分位数回归时,在其中共享强度非常重要。在本文中,我们提出了一种新颖的正则化方法,该方法通过选择协变量的公共子集来同时对多个条件分位数进行建模,从而探索多分位数回归之间的相似性。我们采用的惩罚是矩阵规范,以列方式鼓励稀疏性。我们通过模拟和基因表达数据分析的应用,证明了所提出方法的有效性。

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