Population cycles in discrete-time infectious disease models Academic Article

abstract

• Copyright 2018 by the American Mathematical Society. All rights reserved. The standard next generation matrix approach for calculating the basic reproduction number, an important parameter in understanding the evolution and prevention of infections, suffers from some assumptions that are not always met in real-world systems. In this talk, we explore extensions through two discrete-time infectious disease models, a SIR and an ISA model, and the different behaviors that arise.

authors

• Witherspoon, Sarah

published proceedings

• Notices of the American Mathematical Society

author list (cited authors)

• Yakubu, A.

citation count

• 0

publication date

• January 2018

publisher

• American Mathematical Society (AMS)  Publisher

published in

• Notices of the American Mathematical Society  Journal

Digital Object Identifier (DOI)

• 10.1090/noti1727

start page

• 1

end page

• 1

volume

• 65

issue

• 09

URL

• http://dx.doi.org/10.1090/noti1727