基于单细胞课程学习的深度图嵌入式聚类

Huifa Li, Jie Fu, Xinpeng Ling, Zhiyu Sun, Kuncan Wang, Zhili Chen
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引用次数: 0

摘要

单细胞 RNA 测序(scRNA-seq)技术的迅猛发展使研究细胞级组织异质性成为可能。细胞注释大大有助于对 scRNA-seq 数据进行广泛的下游分析。此外,训练样本的质量参差不齐,流行的 scRNA-seq 数据聚类解决方案 GNN 的性能可能会受到两类低质量训练节点的影响:1)边界上的节点;2)对图贡献很少额外信息的节点。为了解决这些问题,我们提出了一种基于单细胞课程学习的深度图标聚类(sCLG)。我们首先提出了一种带多解码器的切比雪夫图卷积自动编码器(ChebAE),它结合了与三个解码器相对应的三个优化目标,包括细胞图拓扑重建损失、零膨胀负二项式(ZINB)损失和聚类损失,以学习细胞-细胞拓扑表示。同时,我们采用选择性训练策略,根据节点的特征和熵来训练 GNN,并根据难度评分来剪切困难的节点,以保持高质量的图。在各种基因表达数据集上的实证结果表明,我们的模型优于最先进的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Single-cell Curriculum Learning-based Deep Graph Embedding Clustering
The swift advancement of single-cell RNA sequencing (scRNA-seq) technologies enables the investigation of cellular-level tissue heterogeneity. Cell annotation significantly contributes to the extensive downstream analysis of scRNA-seq data. However, The analysis of scRNA-seq for biological inference presents challenges owing to its intricate and indeterminate data distribution, characterized by a substantial volume and a high frequency of dropout events. Furthermore, the quality of training samples varies greatly, and the performance of the popular scRNA-seq data clustering solution GNN could be harmed by two types of low-quality training nodes: 1) nodes on the boundary; 2) nodes that contribute little additional information to the graph. To address these problems, we propose a single-cell curriculum learning-based deep graph embedding clustering (scCLG). We first propose a Chebyshev graph convolutional autoencoder with multi-decoder (ChebAE) that combines three optimization objectives corresponding to three decoders, including topology reconstruction loss of cell graphs, zero-inflated negative binomial (ZINB) loss, and clustering loss, to learn cell-cell topology representation. Meanwhile, we employ a selective training strategy to train GNN based on the features and entropy of nodes and prune the difficult nodes based on the difficulty scores to keep the high-quality graph. Empirical results on a variety of gene expression datasets show that our model outperforms state-of-the-art methods.
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