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Updated: Feb 3, 2026

Induction of Mesenchymal-Epithelial Transitions in Sarcoma Cells
Published on: April 7, 2017
Learning time-varying information flow from single-cell epithelial to mesenchymal transition data
Smita Krishnaswamy1, Nevena Zivanovic2, Roshan Sharma3
1Department of Genetics, Department of Computer Science, Yale University, New Haven, CT, United States of America.
This study introduces novel computational methods to analyze dynamic cellular regulatory networks from static single-cell data. These methods reveal how protein interactions change over time, aiding in understanding processes like cancer cell migration.
Area of Science:
- Computational Biology
- Systems Biology
- Cellular Signaling
Background:
- Cellular regulatory networks are dynamic, reconfiguring in response to stimuli.
- Existing computational methods often model these networks as static, using single time-point data.
- This static approach limits understanding of dynamic cellular processes.
Purpose of the Study:
- To develop methods for learning dynamic protein-protein relationships from static single-cell data.
- To quantify and visualize time-varying interactions during cellular transitions.
- To predict the impact of drug perturbations on dynamic cellular processes like EMT.
Main Methods:
- Utilized mass cytometry data from a murine breast cancer cell line undergoing TGFß-induced epithelial-to-mesenchymal transition (EMT).
- Leveraged asynchronous EMT progression to construct a pseudotime EMT trajectory.
- Developed methods for visualizing and quantifying time-varying network edges along the trajectory.
Main Results:
- Successfully derived a pseudotime trajectory representing EMT progression.
- Introduced novel visualizations and quantification metrics for dynamic edge behavior.
- Developed a metric of edge dynamism capable of predicting drug perturbation effects on EMT.
Conclusions:
- Static single-cell data can be used to infer dynamic cellular regulatory network behavior.
- The developed methods provide new tools for analyzing dynamic biological processes.
- This approach enhances our ability to understand and predict responses to stimuli and drug treatments.
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