The authors prove that in a two-strain SIR model with amplification, the resistant strain persists alone if its reproduction number exceeds both 1 and the sensitive strain's, and both strains coexist if the sensitive strain's reproduction number is larger.
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Mathematical analysis of a two-strain disease model with amplification
The authors prove that in a two-strain SIR model with amplification, the resistant strain persists alone if its reproduction number exceeds both 1 and the sensitive strain's, and both strains coexist if the sensitive strain's reproduction number is larger.