A reaction-diffusion system modeling direct and indirect transmission of diseases
W. E. Fitzgibbon - Department of Mathematics, University of Houston, Houston, Texas, 77204-3476, United States (email)
Abstract: We study the global existence and approximation of the solutions to a reaction diffusion system coupled with an ordinary differential equation modeling direct transmission between individuals and indirect transmission via a contaminated environment of an epidemic disease.
Keywords: Reaction diffusion equations, global existence.
Received: December 2002; Revised: June 2004; Published: August 2004.
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