NADec 4, 2017
Uniformly Convergent Difference Scheme for a Semilinear Reaction-Diffusion Problem on Shishikin meshSamir Karasuljić, Enes Duvnjaković, Elvir Memić
In this paper we consider two difference schemes for numerical solving of a one--dimensional singularly perturbed boundary value problem. We proved an $\varepsilon$--uniform convergence for both difference schemes on a Shiskin mesh. Finally, we present four numerical experiments to confirm the theoretical results.