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Type I interferons (IFNs) are cytokines with both antiviral properties and protective roles in innate immune responses to viral infection. They induce an antiviral cellular state and link innate and adaptive immune responses. Yet, viruses have evolved different strategies to inhibit such host responses. One of them is the existence of viral proteins which subvert type I IFN responses to allow quick and successful viral replication, thus, sustaining the infection within a host. We propose mathematical models to characterise the intra-cellular mechanisms involved in viral protein antagonism of type I IFN responses, and compare three different molecular inhibition strategies. We study the Ebola viral protein, VP35, with this mathematical approach. Approximate Bayesian computation sequential Monte Carlo, together with experimental data and the mathematical models proposed, are used to perform model calibration, as well as model selection of the different hypotheses considered. Finally, we assess if model parameters are identifiable and discuss how such identifiability can be improved with new experimental data.

Original publication

DOI

10.3390/v13122441

Type

Journal article

Journal

Viruses

Publication Date

12/2021

Volume

13

Addresses

Department of Applied Mathematics, School of Mathematics, University of Leeds, Leeds LS2 9JT, UK.

Keywords

Animals, Macaca mulatta, Hemorrhagic Fever, Ebola, Interferon Type I, Monte Carlo Method, Bayes Theorem, Models, Biological, Ebolavirus, Viral Regulatory and Accessory Proteins, Immunity, Innate