Cubic spline as global approximate solution of the semilinear reaction--diffusion problem

Main Article Content

Vedad Pasic
Enes Duvnjakovic
Nermin Okicic


In this paper we consider the semilinear singularly perturbed reaction--diffusion boundary value problem. In the first part of the paper a difference scheme is given for the considered problem. In the main part of the paper a cubic spline is constructed and we show that it represents a global approximate solution of the our problem. At the end of the paper numerical examples are given, which confirm the theoretical results.

Article Details

Author Biography

Vedad Pasic, Department of Mathematics, University of Tuzla

Faculty of Science and Mathematics

Department of Mathematics

Assistant Professor (docent)

Most read articles by the same author(s)