Publication Date:
2017
abstract:
Brown hares have undergone a substantial population decline in Europe during recent decades,
caused by, among other factors, the occurrence of European Brown Hare Syndrome (EBHS). To improve our
knowledge regarding EBHS epidemiology, we developed a mathematical model that takes into consideration
both brown hare biology and the infection dynamics of the EBHS virus (EBHSV). The model consists of eight
ordinary differential equations simulating the spread of the virus in a closed hare population. Simulations
showed that EBHSV's transmission has complex dynamics, which are strongly affected by the hare density. In
particular, a density threshold of 7 individuals/km² was identified, determining two opposite epidemiological
patterns: the extinction of the EBHSV below the threshold and its endemic stability when the hare population
density is above the threshold, with a seroprevalence proportional to the population density. The model was
validated using serological data collected in different areas in the province of Brescia (Northern Italy). The
results suggested that the maintenance of the endemic circulating viral level through density control mechanisms
is the best strategy for reducing EBHS's impact.
Iris type:
01.01 Articolo in rivista
Keywords:
European Brown Hare Syndrome; Brown hare; SIR model; Population dynamics
List of contributors:
Pasquali, Sara
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