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Analytic Pearson residuals for normalization of single-cell RNA-seq UMI data
Jan Lause1, Philipp Berens1,2,3,4, Dmitry Kobak5
1University of Tübingen, Institute for Ophthalmic Research, Tübingen, Germany.
Analytic Pearson residuals outperform other methods for single-cell RNA-seq data analysis. This approach effectively identifies biologically variable genes and captures meaningful variation for dimensionality reduction in scRNA-seq datasets.
Area of Science:
- Computational biology
- Genomics
- Bioinformatics
Background:
- Standard single-cell RNA-seq UMI data preprocessing involves normalization and nonlinear transformation.
- Recent studies propose statistical count models like negative binomial regression (Pearson residuals) and generalized PCA.
- This work investigates the theoretical and empirical connections between these statistical modeling approaches.
Purpose of the Study:
- To compare the effects of Pearson residuals and generalized PCA on downstream single-cell RNA-seq data processing.
- To analyze the performance of different statistical count models for UMI data.
- To identify the most effective method for identifying biologically variable genes and capturing meaningful variation.
Main Methods:
- Theoretical analysis of statistical count models for UMI data.
- Empirical investigation of Pearson residuals from negative binomial regression and generalized PCA.
- Benchmarking using single-cell RNA-seq datasets with known ground truth.
- Estimation of technical overdispersion using negative control data.
Main Results:
- The Hafemeister and Satija model, when specified parsimoniously, is equivalent to the Poisson GLM-PCA proposed by Townes et al.
- Per-gene overdispersion estimates in the Hafemeister and Satija method are biased; data suggest overdispersion is independent of gene expression.
- Negative control data indicate UMI counts are close to Poisson with moderate overdispersion across protocols.
- Analytic Pearson residuals demonstrate superior performance in identifying biologically variable genes and capturing meaningful variation.
Conclusions:
- Analytic Pearson residuals are highly effective for identifying biologically variable genes in single-cell RNA-seq data.
- This method captures more biologically meaningful variation compared to other approaches, particularly for dimensionality reduction.
- The findings support the use of analytic Pearson residuals for robust scRNA-seq data analysis.
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