This report contains a brief description of of Moving Weighted Least Squares Approximation implementation in MoFEM. The approach is used for projecting data between different finite element meshes or ct scan data. The performance of the approach is demonstrated on two examples
We introduce moving least squares approximation as an approximation scheme on the sphere. We prove e...
Thermo-optical simulation is a mandatory enhancement of classical ray tracing, since nowadays many f...
Abstract: Owing to the meshless and local character-istics, moving least squares (MLS) methods have ...
Moving Least Squares-elements for stochastic crack propagation simulations coupled with stochastic f...
The paper presents an improved moving least squares reconstruction technique for the Material Point ...
Abstract. We describe two experiments recently conducted with the approximate moving least squares (...
The concise review systematically summarises the state-of-the-art variants of Moving Least Squares (...
This paper presents the development of Meshless Methods based on the weighted least squares approxim...
The Moving Least Square (MLS) Method is an approach which is used in meshfree solutions and data app...
AbstractRecently Miller and his co-workers proposed a moving finite element method based on a least ...
The paper shows a moving least squares reconstruction technique applied to the B-spline Material Poi...
International audienceWe focus on a successive response surface method for the optimization problems...
AbstractIt is a common procedure for scattered data approximation to use local polynomial fitting in...
The Material Point Method (MPM) [Sulsky et al. 1995] [1] combines a La-grangian description of a dom...
The Moving Least Squares (MLS) approximation has been used with remarkable suc-cess as basis of some...
We introduce moving least squares approximation as an approximation scheme on the sphere. We prove e...
Thermo-optical simulation is a mandatory enhancement of classical ray tracing, since nowadays many f...
Abstract: Owing to the meshless and local character-istics, moving least squares (MLS) methods have ...
Moving Least Squares-elements for stochastic crack propagation simulations coupled with stochastic f...
The paper presents an improved moving least squares reconstruction technique for the Material Point ...
Abstract. We describe two experiments recently conducted with the approximate moving least squares (...
The concise review systematically summarises the state-of-the-art variants of Moving Least Squares (...
This paper presents the development of Meshless Methods based on the weighted least squares approxim...
The Moving Least Square (MLS) Method is an approach which is used in meshfree solutions and data app...
AbstractRecently Miller and his co-workers proposed a moving finite element method based on a least ...
The paper shows a moving least squares reconstruction technique applied to the B-spline Material Poi...
International audienceWe focus on a successive response surface method for the optimization problems...
AbstractIt is a common procedure for scattered data approximation to use local polynomial fitting in...
The Material Point Method (MPM) [Sulsky et al. 1995] [1] combines a La-grangian description of a dom...
The Moving Least Squares (MLS) approximation has been used with remarkable suc-cess as basis of some...
We introduce moving least squares approximation as an approximation scheme on the sphere. We prove e...
Thermo-optical simulation is a mandatory enhancement of classical ray tracing, since nowadays many f...
Abstract: Owing to the meshless and local character-istics, moving least squares (MLS) methods have ...
DOI
Add to ORKG