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In [[applied mathematics]], the '''boundary particle method (BPM)''' is a boundary-only [[meshfree method|meshless (meshfree)]] [[collocation method|collocation technique]], in the sense that none of inner nodes are required in the numerical solution of nonhomogeneous [[partial differential equations]]. Numerical experiments show that the BPM has [[spectral convergence]]. Its interpolation matrix can be symmetric.
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* [https://web.archive.org/web/20160303222653/http://www.ccms.ac.cn/fuzj/Boundary%20Particle%20Method.htm Boundary Particle Method]
{{Numerical PDE}}
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