Abstract
This article introduces an age-structured epidemiological model for the disease transmission dynamics of hepatitis C. We first show that the infection-free steady state is locally and globally asymptotically stable if the basic reproductive number ℜ0 is below one, in this case, the disease always dies out, then we prove that at least one endemic steady state exists when the reproductive number ℜ0 is above one, the stability conditions for the endemic steady states are also given.
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