2011
DOI: 10.1111/j.1939-7445.2011.00104.x
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Mathematical Modeling of Viral Zoonoses in Wildlife

Abstract: Zoonoses are a worldwide public health concern, accounting for approximately 75% of human infectious diseases. In addition, zoonoses adversely affect agricultural production and wildlife. We review some mathematical models developed for the study of viral zoonoses in wildlife and identify areas where further modeling efforts are needed.

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Cited by 36 publications
(44 citation statements)
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References 165 publications
(239 reference statements)
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“…Identifying host features associated with supershedding may facilitate more targeted research or disease control efforts, and this can only be accomplished with a thorough understanding of the mechanisms responsible for infection heterogeneity. The life cycle of a virus provides the basis for investigations of supershedding and includes (I) the initial exposure of a host, (II) entry into sites of virus replication within a host through barriers and receptors, (III) virus replication, and (IV) exposure of another host to the virus [37]. Differences between individuals in the transition-rate from one step of the cycle to the next likely accounts for infection heterogeneity.…”
Section: Discussionmentioning
confidence: 99%
“…Identifying host features associated with supershedding may facilitate more targeted research or disease control efforts, and this can only be accomplished with a thorough understanding of the mechanisms responsible for infection heterogeneity. The life cycle of a virus provides the basis for investigations of supershedding and includes (I) the initial exposure of a host, (II) entry into sites of virus replication within a host through barriers and receptors, (III) virus replication, and (IV) exposure of another host to the virus [37]. Differences between individuals in the transition-rate from one step of the cycle to the next likely accounts for infection heterogeneity.…”
Section: Discussionmentioning
confidence: 99%
“…The explicit incorporation of the counts of susceptible and infected hosts in the hidden compartment is a way to objectively account for the time-varying risk of infection caused by infected hidden hosts. This approach is adopted in many temporal SIR-like models that make the distinction between different types of hosts, for example target hosts and alternate hosts, including vectors (Dobson, 2004;Allen et al, 2012). Such multi-host epidemic models are often based on a system of ordinary differential equations, but can also be based on Markov processes (McCormack & Allen, 2006;Allen, 2017), as in our case.…”
Section: New Phytologistmentioning
confidence: 99%
“…Despite its central role in transmission and disease control, the environment is often poorly represented in infectious disease models used to understand transmission and evaluate control strategies. Models that include environmental reservoirs often represent the environment as a homogenous compartment, and the contact rates between the environment and hosts are assumed to be random78910.…”
mentioning
confidence: 99%