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This work is the numerical analysis and computational companion of the paper by Kamgang and Sallet (Math. Biosc. 213 (2008), pp. 1–12) where threshold conditions for epidemiological models and the global stability of the disease-free equilibrium (DFE) are studied. We establish a discrete counterpart of the main continuous result that guarantees the global(More)
We describe models for the process of adhesive contact between a membrane or a beam and a rigid or deformable obstacle. Both quasistatic and the dynamic models are presented and the relevant existence and uniqueness results quoted. Adhesion is described by the introduction of the surface active bonds density function, which measures the fraction of active(More)
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