applied mathematics
基本解方法
Method of Fundamental SolutionsA meshless numerical method for solving boundary value problems (BVPs) by representing the solution as a linear combination of fundamental solutions of the governing differential operator. / 一种无网格数值方法，通过将解表示为控制微分算子基本解的线性组合来求解边值问题。
- Knowledge type
- 数学理论
- First proposed or discovered
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- Turkey Farm member
- Creator
- 农场主
- Last updated
- 2026-11-03 23:05:57
Sub-knowledge points
Fundamental solution formulationMeshless implementation3D polyharmonic BVPs
Higher-order knowledge points
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Main parameters and performance indicators
polyharmonic operator: governing differential operator for the problemfundamental solutions: basis functions satisfying the governing differential operator with a point source
Open problems
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Related literature
ranked by community starsLocal method of fundamental solutions formulations for 3D polyharmonic BVPsOpen source
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1 recordsRecord title: Method of Fundamental Solutions.
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