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Single-Cell Clustering Based on Shared Nearest Neighbor and Graph Partitioning

机译:基于共享最近邻和图形分区的单个小区聚类

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Clustering of single-cell RNA sequencing (scRNA-seq) data enables discovering cell subtypes, which is helpful for understanding and analyzing the processes of diseases. Determining the weight of edges is an essential component in graph-based clustering methods. While several graph-based clustering algorithms for scRNA-seq data have been proposed, they are generally based on k-nearest neighbor (KNN) and shared nearest neighbor (SNN) without considering the structure information of graph. Here, to improve the clustering accuracy, we present a novel method for single-cell clustering, called structural shared nearest neighbor-Louvain (SSNN-Louvain), which integrates the structure information of graph and module detection. In SSNN-Louvain, based on the distance between a node and its shared nearest neighbors, the weight of edge is defined by introducing the ratio of the number of the shared nearest neighbors to that of nearest neighbors, thus integrating structure information of the graph. Then, a modified Louvain community detection algorithm is proposed and applied to identify modules in the graph. Essentially, each community represents a subtype of cells. It is worth mentioning that our proposed method integrates the advantages of both SNN graph and community detection without the need for tuning any additional parameter other than the number of neighbors. To test the performance of SSNN-Louvain, we compare it to five existing methods on 16 real datasets, including nonnegative matrix factorization, single-cell interpretation via multi-kernel learning, SNN-Cliq, Seurat and PhenoGraph. The experimental results show that our approach achieves the best average performance in these datasets.
机译:单细胞RNA测序(SCRNA-SEQ)数据的聚类可以发现细胞亚型,这有助于了解和分析疾病的过程。确定边缘的重量是基于图形的聚类方法中的基本组件。虽然已经提出了用于SCRNA-SEQ数据的基于图的基于格式的聚类算法,但它们通常基于K-Collect邻(KNN)和共享最近邻(SNN)而不考虑图形的结构信息。这里,为了提高聚类精度,我们提出了一种用于单细胞聚类的新方法,称为结构共享最近邻 - Louvain(SSNN-Louvain),其集成了图形和模块检测的结构信息。在SSNN-Louvain,基于节点与其共享最近邻居之间的距离,通过将共享最近邻居的数量与最近邻居的比率引入该邻居的比率来定义边缘的权重,从而整合图的结构信息。然后,提出了一种修改的Louvain群落检测算法并应用于识别图中的模块。基本上,每个社区代表细胞的亚型。值得一提的是,我们的提出方法集成了SNN图和社区检测的优点,而无需调整除邻居数量以外的任何其他参数。为了测试SSNN-Louvain的性能,我们将其与16个真实数据集的五种现有方法进行比较,包括非环境矩阵分解,通过多核学习,SNN-CLIQ,Seurat和现有量进行单细胞解释。实验结果表明,我们的方法在这些数据集中实现了最佳平均性能。

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