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Event Type:

Mathematical Biology Seminar

Date/Time:

Wednesday, January 22, 2020 - 12:00 to 12:50

Location:

Kidd 237

Local Speaker:

Abstract:

Influenza is a viral infectious disease of high importance and widely studied around the world. In this study we model the within-host transmission of influenza in a continuous deterministic setting (system of ordinary differential equations) and a discrete stochastic framework (discrete-time Markov chain model). Previous models omit cellular restoration through cellular death, which is a key component for the possibility of chronic infections, this is further captured by a spatial-temporal model with the inclusion of density dependence. ( |