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CARGO : a cytometry analysis framework via regularized graph optimal-transport

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Abstract
Conventional data visualization techniques in single-cell analysis (such as two-dimensional dot plots, SPADE, PCA, t-SNE, or UMAP) often fall short in enabling an intuitive understanding of high-parameter flow cytometry data. These methods tend to oversimplify complex biological relationships, lack biologically meaningful interpretations, and offer no principled framework for downstream quantitative analysis. To address these limitations, we present a graph-based (network-based) visualization framework grounded in optimal transport theory. In this framework, cell populations are defined by their marker-expression profiles, and inter-population similarity is quantified using an efficiently computable optimal transport formulation known as the Sinkhorn distance. Our approach produces biologically consistent two-dimensional graph layouts using a phenotype-aware Hamming distance. Structural differences between sample graphs are characterized through a customized graph-edit distance that captures changes in population size, marker expression, and relationships between populations. We demonstrate our methods on two flow cytometry datasets: one from a clinical trial of dendritic cell-based immunotherapy in malignant peritoneal mesothelioma, involving 14 patients sampled at three time points with 14-color panels, and another from FlowCAP-II, which involved 43 acute myeloid leukemia patient samples analyzed with 7-color panels. Our framework produces robust, quantitative visual summaries of cell populations and supports statistical analysis based on graph edit distances, thereby offering new insights into disease progression and treatment response. Ultimately, our method bridges the gap between flow cytometry data visualization and biological interpretation.

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MLA
Shemonti, Abida Sanjana, et al. “CARGO : A Cytometry Analysis Framework via Regularized Graph Optimal-Transport.” PLOS COMPUTATIONAL BIOLOGY, vol. 22, no. 6, 2026, doi:10.1371/journal.pcbi.1014358.
APA
Shemonti, A. S., Gmyrek, G. B., Quintelier, K., Van Gassen, S., Saeys, Y., Willemsen, M., … Rajwa, B. (2026). CARGO : a cytometry analysis framework via regularized graph optimal-transport. PLOS COMPUTATIONAL BIOLOGY, 22(6). https://doi.org/10.1371/journal.pcbi.1014358
Chicago author-date
Shemonti, Abida Sanjana, Grzegorz B. Gmyrek, Katrien Quintelier, Sofie Van Gassen, Yvan Saeys, Marcella Willemsen, Joachim G. J. V. Aerts, et al. 2026. “CARGO : A Cytometry Analysis Framework via Regularized Graph Optimal-Transport.” PLOS COMPUTATIONAL BIOLOGY 22 (6). https://doi.org/10.1371/journal.pcbi.1014358.
Chicago author-date (all authors)
Shemonti, Abida Sanjana, Grzegorz B. Gmyrek, Katrien Quintelier, Sofie Van Gassen, Yvan Saeys, Marcella Willemsen, Joachim G. J. V. Aerts, Eva V. E. Madsen, J. Paul Robinson, Alex Pothen, and Bartek Rajwa. 2026. “CARGO : A Cytometry Analysis Framework via Regularized Graph Optimal-Transport.” PLOS COMPUTATIONAL BIOLOGY 22 (6). doi:10.1371/journal.pcbi.1014358.
Vancouver
1.
Shemonti AS, Gmyrek GB, Quintelier K, Van Gassen S, Saeys Y, Willemsen M, et al. CARGO : a cytometry analysis framework via regularized graph optimal-transport. PLOS COMPUTATIONAL BIOLOGY. 2026;22(6).
IEEE
[1]
A. S. Shemonti et al., “CARGO : a cytometry analysis framework via regularized graph optimal-transport,” PLOS COMPUTATIONAL BIOLOGY, vol. 22, no. 6, 2026.
@article{01KX5FBVB913PAHCZX72PP5KB5,
  abstract     = {{Conventional data visualization techniques in single-cell analysis (such as two-dimensional dot plots, SPADE, PCA, t-SNE, or UMAP) often fall short in enabling an intuitive understanding of high-parameter flow cytometry data. These methods tend to oversimplify complex biological relationships, lack biologically meaningful interpretations, and offer no principled framework for downstream quantitative analysis. To address these limitations, we present a graph-based (network-based) visualization framework grounded in optimal transport theory. In this framework, cell populations are defined by their marker-expression profiles, and inter-population similarity is quantified using an efficiently computable optimal transport formulation known as the Sinkhorn distance. Our approach produces biologically consistent two-dimensional graph layouts using a phenotype-aware Hamming distance. Structural differences between sample graphs are characterized through a customized graph-edit distance that captures changes in population size, marker expression, and relationships between populations. We demonstrate our methods on two flow cytometry datasets: one from a clinical trial of dendritic cell-based immunotherapy in malignant peritoneal mesothelioma, involving 14 patients sampled at three time points with 14-color panels, and another from FlowCAP-II, which involved 43 acute myeloid leukemia patient samples analyzed with 7-color panels. Our framework produces robust, quantitative visual summaries of cell populations and supports statistical analysis based on graph edit distances, thereby offering new insights into disease progression and treatment response. Ultimately, our method bridges the gap between flow cytometry data visualization and biological interpretation.}},
  articleno    = {{e1014358}},
  author       = {{Shemonti, Abida Sanjana and Gmyrek, Grzegorz B. and Quintelier, Katrien and Van Gassen, Sofie and Saeys, Yvan and Willemsen, Marcella and Aerts, Joachim G. J. V. and Madsen, Eva V. E. and Robinson, J. Paul and Pothen, Alex and Rajwa, Bartek}},
  issn         = {{1553-734X}},
  journal      = {{PLOS COMPUTATIONAL BIOLOGY}},
  language     = {{eng}},
  number       = {{6}},
  pages        = {{20}},
  title        = {{CARGO : a cytometry analysis framework via regularized graph optimal-transport}},
  url          = {{http://doi.org/10.1371/journal.pcbi.1014358}},
  volume       = {{22}},
  year         = {{2026}},
}

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