Completely exponentially finite difference methods for problems of turning point

Author:

Ming-lun Chen,Guo-ying Wang

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Mechanical Engineering,Mechanics of Materials

Reference13 articles.

1. Carroll, J. and J. J. H. Miller, Completely exponentially fitted finite difference schemes for some singular perturbation problems, boundary and interior layers,Computational and Asymptotic Methods, Ed. J. J. H. Miller, Boole Press, Dublin (1980), 225–230.

2. Il'in, A. M., Differencing scheme for a differential equation with a small parameter affecting the highest derivative,Math. Notes Acad. Sci., USSR. 6 (1969), 596–602.

3. Lecture Notes in Maths.;J. J. H. Miller,1977

4. Kellogg, R.B., Difference approximation for a singular perturbation problem with turning points,Analysis and numerical approaches to asymptotic problems in analysis, S. Axelsson, L. S. Frank, V. Slusis (eds), North-Holland Publishing Company (1981), 133–139.

5. Farrell, P. A., A uniformly convergent difference scheme for turning point problems, TheFirst Conference on Boundary and Interior Layers-Computation and Asymptotic Methods, Dublin, Ireland, Jan. (1982), 14–18.

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