Numerical analysis | Numerical differential equations

Boundary particle method

In applied mathematics, the boundary particle method (BPM) is a boundary-only meshless (meshfree) 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 . Its interpolation matrix can be symmetric. (Wikipedia).

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Related pages

Collocation method | Regularized meshless method | Polynomial | Radial basis function | Fundamental solution | Helmholtz equation | Singular boundary method | Wavelet | Trefftz method | Convection–diffusion equation | Marcel Berger | Boundary element method | Siméon Denis Poisson | Applied mathematics | Boundary knot method