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Singularly perturbed reaction-diffusion
problems exhibit in general solutions with anisotropic features,
strong boundary and/or interior layers.
This anisotropy is reflected in
a
discretization by using meshes
with anisotropic elements. The quality of the numerical solution
rests on the robustness of the error estimator with
respect to both, the perturbation parameters of the problem
and the anisotropy of the mesh. The equilibrated residual method has been shown to provide one of the most reliable...
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