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Super-convergence of reproducing kernel approximation
Volume: 352, Pages: 488 - 507
Published: Aug 1, 2019
Abstract
The reproducing kernel particle methods (RKPM) are meshfree methods arising in mechanics, especially in dealing with problems involving large deformation and singularities. We provide a theoretical analysis of super-convergence in Sobolev norms for reproducing kernel (RK) approximations when the interpolation order p is even. Super-convergence phenomenon means the convergence rate is higher than the order that is generally expected. We...
Paper Details
Title
Super-convergence of reproducing kernel approximation
Published Date
Aug 1, 2019
Volume
352
Pages
488 - 507
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