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oaioai:scholarcommons.scu.edu:math_compsci-1064

Analysis of the truncation error and barrier-function technique for a Bakhvalov-type mesh

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Publication date
1 January 2019
Publisher
Scholar Commons

Abstract

We use a barrier-function technique to prove the parameter-uniform convergence for singularly perturbed convection-diffusion problems discretized on a Bakhvalov-type mesh. This is the first proof of this kind in the research literature, the barrier-function approach having only been applied so far to Shishkin-type meshes

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Scholar Commons - Santa Clara University

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Last time updated on 29/08/2023

This paper was published in Scholar Commons - Santa Clara University.

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