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A statistical framework for differential pseudotime analysis with multiple single-cell RNA-seq samples

delete2023-11-10
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W
Wenpin Hou
Z
Zhicheng Ji
陈则宇 封面图
陈则宇 (Zeyu Chen)
E
E. John Wherry
S
Stephanie C. Hicks
H
Hongkai Ji *
DOI:10.1038/s41467-023-42841-ydelete
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摘要

摘要

En 中文
Pseudotime analysis with single-cell RNA-sequencing (scRNA-seq) data has been widely used to study dynamic gene regulatory programs along continuous biological processes. While many methods have been developed to infer the pseudotemporal trajectories of cells within a biological sample, it remains a challenge to compare pseudotemporal patterns with multiple samples (or replicates) across different experimental conditions. Here, we introduce Lamian, a comprehensive and statistically-rigorous computational framework for differential multi-sample pseudotime analysis. Lamian can be used to identify changes in a biological process associated with sample covariates, such as different biological conditions while adjusting for batch effects, and to detect changes in gene expression, cell density, and topology of a pseudotemporal trajectory. Unlike existing methods that ignore sample variability, Lamian draws statistical inference after accounting for cross-sample variability and hence substantially reduces sample-specific false discoveries that are not generalizable to new samples. Using both real scRNA-seq and simulation data, including an analysis of differential immune response programs between COVID-19 patients with different disease severity levels, we demonstrate the advantages of Lamian in decoding cellular gene expression programs in continuous biological processes. Pseudotime analysis is prevalent in single-cell RNA-seq, but it remains challenging to perform it across multiple samples and experimental conditions. Here, the authors develop Lamian, a computational framework for multi-sample pseudotime analysis that adjusts for biological and technical variation to detect gene program changes along cell trajectories and across conditions.
Keyword:
T-BET
MILD
INFERENCE
RESOLVES
LINEAGE
ZEB2
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期刊

Nature Communications 封面图
Nature Communications
IF:
15.7
论文数:
9.4W
被引数:
91.2W

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D
Duke University
学者数:
6.3W
论文数: 5.7W
被引数: 6.5W
J
Johns Hopkins University
学者数:
10.2W
论文数: 8.8W
被引数: 13.0W
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