pyInfinityFlow¶

pyInfinityFlow is a Python package that enables imputation of hundreds of features from Flow Cytometry using XGBoost regression. It is an adaptation of the original implementation in R ¹ with the goal of optimizing the workflow for large datasets by increasing the speed and memory efficiency of the analysis pipeline.

The package includes tools to read and write FCS files, following the FCS3.1 file standard, into AnnData objects, allowing for easy downstream analysis of single-cell data with Scanpy ² and UMAP ³.

Read more about the pyInfinityFlow package on its Read the Docs page!

Graphical Summary¶

graphical summary of pyinfinityflow workflow

Recommended Installation¶

It is recommended to set up a virtual environment to install the package.

Creating a new conda environment and installing pyInfinityFlow:

conda create -n pyInfinityFlow python=3.8
conda activate pyInfinityFlow

pip install pyInfinityFlow

Then pyInfinityFlow will be installed in a conda environment named ‘pyInfinityFlow’.

Quickstart¶

To run the pyInfinityFlow pipeline, we can use this command:

pyInfinityFlow --data_dir /home/kyle/Documents/GitHub/pyInfinityFlow/example_data/mouse_lung_dataset_subset/ \
    --out_dir /media/kyle_ssd1/example_outputs/ \
    --backbone_annotation /home/kyle/Documents/GitHub/pyInfinityFlow/example_data/mouse_lung_dataset_subset_backbone_anno.csv \
    --infinity_marker_annotation /home/kyle/Documents/GitHub/pyInfinityFlow/example_data/mouse_lung_dataset_subset_infinity_marker_anno.csv

Selected References¶

¹ Becht, E., Tolstrup, D., Dutertre, C. A., Morawski, P. A., Campbell, D. J., Ginhoux, F., … & Headley, M. B. (2021). High-throughput single-cell quantification of hundreds of proteins using conventional flow cytometry and machine learning. Science advances, 7(39), eabg0505.

² Wolf, F. A., Angerer, P., & Theis, F. J. (2018). SCANPY: large-scale single-cell gene expression data analysis. Genome biology, 19(1), 1-5.

³ McInnes, L., Healy, J., & Melville, J. (2018). Umap: Uniform manifold approximation and projection for dimension reduction. arXiv preprint arXiv:1802.03426.

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