The Moving Least Square (MLS) Method is an approach which is used in meshfree solutions and data approximation. In the formulation of MLS, the exponential weight function is applied to influence the formation of continuous approximated functions. The governing factor in the weight function is the shape parameter, yet the effect of shape parameter to the data approximation is unclear. Therefore the objective of the paper is to investigate the effect of shape parameter to the equation formed via MLS. The three examples are studied and the results show that there is no direct relationship between shape function and prediction accuracy
The improved interpolating moving least-square (IIMLS) method has been widely used in data fitting a...
In this thesis, I analyze the weight functions used in moving least squares (MLS) methods to constru...
The moving least-square technique is used to construct shape function in the Element Free Galerkin M...
The concise review systematically summarises the state-of-the-art variants of Moving Least Squares (...
Abstract. We describe two experiments recently conducted with the approximate moving least squares (...
AbstractMoving least-square (MLS) is an approximation method for data interpolation, numerical analy...
Abstract: Owing to the meshless and local character-istics, moving least squares (MLS) methods have ...
The moving least-squares (MLS) method has been developed for fitting measurement data contaminated w...
AbstractIt is a common procedure for scattered data approximation to use local polynomial fitting in...
This work aims at focusing on modifying the moving least squares (MMLS) methods for solving two-dime...
Numerical methods may require derivatives of functions whose values are known only on irregularly sp...
New concepts for moving least squares: An interpolating non-singular weighting function and weighted...
The paper presents an improved moving least squares reconstruction technique for the Material Point ...
This paper presents the development of Meshless Methods based on the weighted least squares approxim...
This report contains a brief description of of Moving Weighted Least Squares Approximation implement...
The improved interpolating moving least-square (IIMLS) method has been widely used in data fitting a...
In this thesis, I analyze the weight functions used in moving least squares (MLS) methods to constru...
The moving least-square technique is used to construct shape function in the Element Free Galerkin M...
The concise review systematically summarises the state-of-the-art variants of Moving Least Squares (...
Abstract. We describe two experiments recently conducted with the approximate moving least squares (...
AbstractMoving least-square (MLS) is an approximation method for data interpolation, numerical analy...
Abstract: Owing to the meshless and local character-istics, moving least squares (MLS) methods have ...
The moving least-squares (MLS) method has been developed for fitting measurement data contaminated w...
AbstractIt is a common procedure for scattered data approximation to use local polynomial fitting in...
This work aims at focusing on modifying the moving least squares (MMLS) methods for solving two-dime...
Numerical methods may require derivatives of functions whose values are known only on irregularly sp...
New concepts for moving least squares: An interpolating non-singular weighting function and weighted...
The paper presents an improved moving least squares reconstruction technique for the Material Point ...
This paper presents the development of Meshless Methods based on the weighted least squares approxim...
This report contains a brief description of of Moving Weighted Least Squares Approximation implement...
The improved interpolating moving least-square (IIMLS) method has been widely used in data fitting a...
In this thesis, I analyze the weight functions used in moving least squares (MLS) methods to constru...
The moving least-square technique is used to construct shape function in the Element Free Galerkin M...