Филиппычев Д.С.

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Филиппычев Дмитрий Сергеевич: научные публикации

Application of the dual operator method to an equation describing the behavior of a boundary function

Filippychev D. S. "Application of the dual operator method to an equation describing the behavior of a boundary function." Computational Mathematics and Modeling, 2008.

Abstract — The dual operator is an analogue of the conjugate operator in linear theory. In this study the dual operator is applied to a second-order differential equation describing the behavior of the zero-order boundary function in the boundary function method used to derive the asymptotic solution of the singularly perturbed integro-differential plasma-sheath equation. This approach produces is a three-point difference scheme. The results of a numerical solution of the Cauchy problem are reported.

Link: http://www.springerlink.com/content/5x46g088210j124g/

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