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Updated: Jul 7, 2026

Paramyxoviruses for Tumor-targeted Immunomodulation: Design and Evaluation Ex Vivo
Published on: January 7, 2019
Modeling of cancer virotherapy with recombinant measles viruses
Zeljko Bajzer1, Thomas Carr, Kresimir Josić
1Biomathematics Resource and Department of Biochemistry and Molecular Biology, Mayo Clinic College of Medicine, Guggenheim 1611b, Rochester, MN 55905, USA. bajzer@mayo.edu
Abstract:
The Edmonston vaccine strain of measles virus has potent and selective activity against a wide range of tumors. Tumor cells infected by this virus or genetically modified strains express viral proteins that allow them to fuse with neighboring cells to form syncytia that ultimately die. Moreover, infected cells may produce new virus particles that proceed to infect additional tumor cells. We present a model of tumor and virus interactions based on established biology and with proper accounting of the free virus population. The range of model parameters is estimated by fitting to available experimental data. The stability of equilibrium states corresponding to complete tumor eradication, therapy failure and partial tumor reduction is discussed. We use numerical simulations to explore conditions for which the model predicts successful therapy and tumor eradication. The model exhibits damped, as well as stable oscillations in a range of parameter values. These oscillatory states are organized by a Hopf bifurcation.
Insights
The Edmonston measles virus effectively targets tumors by causing infected cells to fuse and die. Mathematical modeling of tumor-virus interactions predicts conditions for successful therapy and tumor eradication.
Area of Science:
- Oncolytic virotherapy
- Mathematical modeling of infectious diseases
- Tumor immunology
Background:
- The Edmonston vaccine strain of measles virus demonstrates significant anti-tumor properties.
- Measles virus infection induces tumor cell fusion (syncytia) leading to cell death.
- Viral proteins expressed by infected cells mediate syncytia formation and viral spread.
Purpose of the Study:
- To develop a mathematical model of tumor and measles virus interactions.
- To analyze the stability of tumor states under virotherapy.
- To identify conditions favoring tumor eradication using measles virus.
Main Methods:
- Mathematical modeling incorporating free virus population dynamics.
- Parameter estimation by fitting the model to experimental data.
- Numerical simulations to explore therapy outcomes and stability analysis.
Main Results:
- The model predicts equilibrium states for tumor eradication, failure, and partial reduction.
- Numerical simulations explore conditions for successful oncolytic virotherapy.
- Damped and stable oscillations in tumor-virus dynamics were observed, organized by a Hopf bifurcation.
Conclusions:
- The Edmonston measles virus shows promise as an oncolytic agent.
- Mathematical modeling provides insights into the dynamics of tumor-virus interactions.
- The study identifies parameters influencing the success of measles virus-based tumor therapy.
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