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Updated: Aug 13, 2026

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High-Dimensionality Flow Cytometry for Immune Function Analysis of Dissected Implant Tissues
Published on: September 15, 2021
Optimal transport analysis of high-dimensional flow cytometry data in immuno-oncology
Abida Sanjana Shemonti1, Justin C Wang2, Albert D Donnenberg3,4
1Miftek Corporation, West Lafayette, IN, United States.
Frontiers in Immunology
|August 12, 2026
Summary
Optimal transport (OT) provides reproducible measures of cellular state changes in high-dimensional single-cell data. This method enables quantitative analysis of tumor evolution and treatment response, overcoming limitations of traditional visualization tools.
Area of Science:
- Computational biology
- Single-cell analysis
- Machine learning
Background:
- Single-cell and spatial profiling generate complex, high-dimensional data.
- Analyzing heterogeneous samples, especially across multiple comparisons (longitudinal, treatment groups, multicenter trials), is challenging.
- Traditional visualization tools like UMAP and t-SNE have limitations due to their stochastic and parameter-sensitive nature.
Purpose of the Study:
- To introduce and apply Optimal Transport (OT) as a robust computational framework for analyzing high-dimensional single-cell data.
- To enable reproducible and quantitative comparisons of cellular state distributions in complex biological samples.
- To overcome the limitations of existing visualization methods for longitudinal and comparative analyses.
Main Methods:
- Optimal Transport (OT), specifically the Sinkhorn algorithm, was employed for computationally tractable analysis of high-dimensional data.
- An OT-based graph representation was constructed using longitudinal data from a clinical trial (NCT06016179).
- The graph encoded population abundance (vertex radii) and inter-population similarity based on OT distance (edge thickness/color).
Main Results:
- The OT-based graph enabled rapid identification of significant population changes, e.g., a decrease in CD8+/IFNɣ+ T cells post-treatment.
- Graph edit distance (GED) quantified overall population and phenotypic shifts across fluorescence parameters.
- This approach provided a reproducible measure of change in high-dimensional cellular state space.
Conclusions:
- Optimal Transport offers a powerful, reproducible method for analyzing cellular heterogeneity and treatment response in complex biological systems.
- This framework integrates with machine learning and can be combined with unbiased clustering for enhanced scalability.
- Future applications include quantifying disease, tracking immune responses, and modeling host-microbiome interactions, providing a comprehensive view of tumor evolution.
