An unsaturated numerical method for the exterior axisymmetric Neumann problem for Laplace’s equation

被引：0
|
作者：
V. N. Belykh
机构：
[1] Sobolev Institute of Mathematics,
来源：
Siberian Mathematical Journal | 2011年 / 52卷
关键词：
Laplace equation; Neumann problem; unsaturated numerical method; exponential convergence;
D O I：
暂无
中图分类号：
学科分类号：
摘要：
Basing on the fundamental ideas of Babenko, we construct a fundamentally new, unsaturated, numerical method for solving the axially symmetric exterior Neumann problem for Laplace’s equation. The distinctive feature of this method is the absence of the principal error term enabling us to automatically adjust to every class of smoothness of solutions natural in the problem.
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页码：980 / 994
页数：14
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