Abstract
In this work we analyze an S.I. epidemic model with age dependence and a heterogeneous spatial structure. Our main motivation rests on a tentative qualitative comparison in Naulin [18] between continuous models and matrix population models, i.e., discrete models, with age and space structures of the S.E.I.R. form, used in modelling the propagation of rabies in red fox populations (Vulpes vulpes)in Suppo et al. [19]; see also Naulin [17].KeywordsCharacteristic LineUnique Weak SolutionFlux Boundary ConditionMain Result TheoremVulpes VulpesThese keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.
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