| Literature DB >> 22958281 |
D T S Hayman1, R A Bowen, P M Cryan, G F McCracken, T J O'Shea, A J Peel, A Gilbert, C T Webb, J L N Wood.
Abstract
Bats are hosts to a range of zoonotic and potentially zoonotic pathogens. Human activities that increase exposure to bats will likely increase the opportunity for infections to spill over in the future. Ecological drivers of pathogen spillover and emergence in novel hosts, including humans, involve a complex mixture of processes, and understanding these complexities may aid in predicting spillover. In particular, only once the pathogen and host ecologies are known can the impacts of anthropogenic changes be fully appreciated. Cross-disciplinary approaches are required to understand how host and pathogen ecology interact. Bats differ from other sylvatic disease reservoirs because of their unique and diverse lifestyles, including their ability to fly, often highly gregarious social structures, long lifespans and low fecundity rates. We highlight how these traits may affect infection dynamics and how both host and pathogen traits may interact to affect infection dynamics. We identify key questions relating to the ecology of infectious diseases in bats and propose that a combination of field and laboratory studies are needed to create data-driven mechanistic models to elucidate those aspects of bat ecology that are most critical to the dynamics of emerging bat viruses. If commonalities can be found, then predicting the dynamics of newly emerging diseases may be possible. This modelling approach will be particularly important in scenarios when population surveillance data are unavailable and when it is unclear which aspects of host ecology are driving infection dynamics.Entities:
Mesh:
Year: 2012 PMID: 22958281 PMCID: PMC3600532 DOI: 10.1111/zph.12000
Source DB: PubMed Journal: Zoonoses Public Health ISSN: 1863-1959 Impact factor: 2.702
Classifying bat populations into susceptible (S), exposed (i.e. incubating infection; E), infectious (I) and recovered (immune; R) classes allows analysis of infection dynamics in bat populations. Three alternative model structures used to model the lyssavirus transmission period for different bat populations and their lyssaviruses are shown. Parameters are as follows: b‐birth rate; β‐transmission coefficient; γ‐rate of recovery (seroconverstion); ε‐disease‐induced mortality; d‐’natural’ mortality; ρ‐probability of infection causing disease
| (A) The SIR model structure used by |
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