Search
Results: 2
Evaluation of the integral terms in reproducing kernel methods
Reproducing kernel method (RKM) has its origins in wavelets and it is based on convolution theory. Being their continuous version, RKM is often referred as the general framework for meshless methods. In fact, since in real...
Gauss theorem Mesh-less methods Simple geometries Real computation Complicated shape Finite elements Moving least squares Three dimensions Discretization Parallelization Integral terms matrix Reproducing kernel particle method Domain integrals MLS approximation Shape functions Reproducing kernel Basis functions Meshless Reproducing kernel method OR fluxes Connected domains
Evaluation of the integral terms in reproducing kernel methods
Reproducing kernel method (RKM) has its origins in wavelets and it is based on convolution theory. Being their continuous version, RKM is often referred as the general framework for meshless methods. In fact, since in real...
Gauss theorem Mesh-less methods Simple geometries Real computation Complicated shape Finite elements Moving least squares Three dimensions Discretization Parallelization Integral terms matrix Reproducing kernel particle method Domain integrals MLS approximation Shape functions Reproducing kernel Basis functions Meshless Reproducing kernel method OR fluxes Connected domains