BOUNDARY ELEMENT METHODS AND ERROR ANALYSIS FOR THE SOLUTION OF ELLIPTIC NEUMANN PROBLEM IN R~2
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    Abstract:

    This paper presents boundary element methods for the solution of elliptic partial differential equation with Neumann boundary problem in R~2. Total details of error analysis are given for general condition, and optimal estimates are obtained. For simplicity Laplace's equation is discussed in illustration.

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金朝嵩.二维椭圆Neumann问题的边界元解法及其误差分析[J].土木与环境工程学报(中英文),1990,12(4):

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