Jointly Embedding Multiple Single-Cell Omics Measurements.

Jie Liu, Yuanhao Huang, Ritambhara Singh, Jean-Philippe Vert, William Stafford Noble
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Abstract

Many single-cell sequencing technologies are now available, but it is still difficult to apply multiple sequencing technologies to the same single cell. In this paper, we propose an unsupervised manifold alignment algorithm, MMD-MA, for integrating multiple measurements carried out on disjoint aliquots of a given population of cells. Effectively, MMD-MA performs an in silico co-assay by embedding cells measured in different ways into a learned latent space. In the MMD-MA algorithm, single-cell data points from multiple domains are aligned by optimizing an objective function with three components: (1) a maximum mean discrepancy (MMD) term to encourage the differently measured points to have similar distributions in the latent space, (2) a distortion term to preserve the structure of the data between the input space and the latent space, and (3) a penalty term to avoid collapse to a trivial solution. Notably, MMD-MA does not require any correspondence information across data modalities, either between the cells or between the features. Furthermore, MMD-MA's weak distributional requirements for the domains to be aligned allow the algorithm to integrate heterogeneous types of single cell measures, such as gene expression, DNA accessibility, chromatin organization, methylation, and imaging data. We demonstrate the utility of MMD-MA in simulation experiments and using a real data set involving single-cell gene expression and methylation data.

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联合嵌入多个单细胞组学测量。
目前已有许多单细胞测序技术,但在同一单细胞上应用多种测序技术仍然很困难。在本文中,我们提出了一种无监督流形对齐算法,MMD-MA,用于积分在给定细胞群的不相交等分上进行的多次测量。有效地,MMD-MA通过将以不同方式测量的细胞嵌入到学习的潜在空间中来执行计算机联合分析。在MMD- ma算法中,通过优化具有三个组成部分的目标函数来对齐来自多个域的单细胞数据点:(1)最大平均差异(MMD)项,以鼓励不同的测量点在潜在空间中具有相似的分布;(2)扭曲项,以保持输入空间和潜在空间之间的数据结构;(3)惩罚项,以避免分解为平凡解。值得注意的是,MMD-MA不需要任何数据模式之间的对应信息,无论是在细胞之间还是在特征之间。此外,MMD-MA对结构域排列的弱分布要求使该算法能够整合异质类型的单细胞测量,如基因表达、DNA可及性、染色质组织、甲基化和成像数据。我们在模拟实验中展示了MMD-MA的实用性,并使用了涉及单细胞基因表达和甲基化数据的真实数据集。
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Pangenomic Genotyping with the Marker Array. Markov Chains: Log Likelihood ( II ) Detection of Motifs (I) Frequencies and Percentages ( II ) Tree of Life: Genomes ( II )
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