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The linear singularly perturbed convection-diffusion problem in one dimension is considered and its discretization on a Bakhvalov-type mesh is analyzed. The preconditioning technique is used to obtain the pointwise convergence uniform in the perturbation parameter.


This technical report is a supplement to:

Nhan, T. A., & Vulanović, R. (2016). Preconditioning and Uniform Convergence for Convection-Diffusion Problems Discretized on Shishkin-Type Meshes. Advances in Numerical Analysis, 2016, e2161279.

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