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A reaction-diffusion system modelling the spread of bacterial infections |
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| Authors: | J. Blat K. J. Brown K. P. Hadeler |
| Abstract: | We investigate a system of reaction-diffusion equations which model the spread of a bacterial infection in a human population. A decoupling technique together with global bifurcation theory is used to study the steady-state solutions of the system. The asymptotic behaviour of solutions is discussed by using sub and subersolutions and the quasimonotonicity of the system. |
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