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Constrained Sparse Subspace Clustering with Side-Information

机译:带边信息的约束稀疏子空间聚类

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Subspace clustering refers to the problem of segmenting high dimensional data drawn from a union of subspaces into the respective subspaces. In some applications, partial side-information to indicate “must-link” or “cannot-link” in clustering is available. This leads to the task of subspace clustering with side-information. However, in prior work the supervision value of the side-information for subspace clustering has not been fully exploited. To this end, in this paper, we present an enhanced approach for constrained subspace clustering with side-information, termed Constrained Sparse Subspace Clustering plus (CSSC+), in which the side-information is used not only in the stage of learning an affinity matrix but also in the stage of spectral clustering. Moreover, we propose to estimate clustering accuracy based on the partial side-information and theoretically justify the connection to the ground-truth clustering accuracy in terms of the Rand index. We conduct experiments on three cancer gene expression datasets to validate the effectiveness of our proposals.
机译:子空间聚类是指将从子空间的并集中抽取的高维数据分割为相应子空间的问题。在某些应用中,可以使用部分边信息来指示群集中的“必须链接”或“不能链接”。这导致带有辅助信息的子空间聚类的任务。但是,在先前的工作中,尚未充分利用副信息对子空间聚类的监督价值。为此,在本文中,我们提出了一种带有边信息的约束子空间聚类的增强方法,称为“约束稀疏子空间聚类”(CSSC +),其中边信息不仅用于学习亲和矩阵的阶段而且还处于光谱聚类阶段。此外,我们建议根据部分侧面信息来估计聚类精度,并从兰德指数的角度上理论上证明与真实的聚类精度的联系是正确的。我们对三个癌症基因表达数据集进行了实验,以验证我们的建议的有效性。

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