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An ISA algorithm with unknown group sizes identifies meaningful clusters in metabolomics data

机译:组大小未知的ISA算法可识别代谢组学数据中有意义的簇

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Independent Subspace Analysis (ISA) denotes the task of linearly separating multivariate observations into statistically independent multi-dimensional sources, where dependencies only exist within these subspaces but not between them. So far ISA algorithms have mostly been described in the context of known group sizes. Here, we extend a previously proposed ISA algorithm based on joint block diagonalization of 4-th order cumulant matrices to separate subspaces of unknown sizes. Further automated interpretation of the demixed sources then requires a means of recovering the subspace structure within them, and we propose two distinct methods for this. We then apply the method to a novel application field, namely clustering of metabolites, which seems to be well-fit to the ISA model. We are able to successfully identify dependencies between metabolites that could not be recovered using conventional methods.
机译:独立子空间分析(ISA)表示将多变量观测值线性分离为统计独立的多维源的任务,其中依赖项仅存在于这些子空间内,而在它们之间不存在。到目前为止,大多数ISA算法都是在已知组大小的背景下进行描述的。在这里,我们基于四阶累积量矩阵的联合块对角化扩展了先前提出的ISA算法,以分离未知大小的子空间。然后,要进一步对分解后的源进行自动解释,就需要一种恢复其中的子空间结构的方法,为此,我们提出了两种不同的方法。然后,我们将该方法应用于一个新的应用领域,即代谢物的聚类,这似乎非常适合ISA模型。我们能够成功鉴定出使用常规方法无法回收的代谢物之间的依赖性。

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