AbstractA numerical method of calculating all of the polynomial coefficients for Wachspress' rational finite element functions is presented. It requires only linear algebraic computations of matrix algebra and avoids the complicated constructions of geometric algebra used in the development of the rational elements
A symbolic-numerical algorithm implemented in Maple for constructing Hermitian finite elements is pr...
AbstractThis paper concerns the construction of a quadrilateral finite element whose interpolation s...
Abstract. A new iterative method for numerical integration of rational func-tions on the real line i...
This three-part volume explores theory for construction of rational interpolation functions for cont...
AbstractIn this paper, construction of rational basis functions for curved elements is reviewed, som...
AbstractIn [1] rational basis functions were developed for patchwork C0 approximation over partition...
AbstractA deterrent to application of rational basis functions over algebraic elements has been the ...
AbstractPolynomials suffice as finite element basis functions for triangles, parallelograms, and som...
For the numerical analysis of two-dimensional elasticity problems triangular and quadrilateral finit...
AbstractThis paper concerns with the demonstration of a counterexample to the construction of a C1-r...
Graduation date: 2005Wachspress rational functions are ratios of polynomials having certain properti...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
This article shows in detail how to construct in a simple and ordered way a set of rational function...
AbstractNodal variables are given for a new family of complete conforming triangular finite elements...
AbstractThe purpose of this note is to stimulate interest in the development of efficient solution m...
A symbolic-numerical algorithm implemented in Maple for constructing Hermitian finite elements is pr...
AbstractThis paper concerns the construction of a quadrilateral finite element whose interpolation s...
Abstract. A new iterative method for numerical integration of rational func-tions on the real line i...
This three-part volume explores theory for construction of rational interpolation functions for cont...
AbstractIn this paper, construction of rational basis functions for curved elements is reviewed, som...
AbstractIn [1] rational basis functions were developed for patchwork C0 approximation over partition...
AbstractA deterrent to application of rational basis functions over algebraic elements has been the ...
AbstractPolynomials suffice as finite element basis functions for triangles, parallelograms, and som...
For the numerical analysis of two-dimensional elasticity problems triangular and quadrilateral finit...
AbstractThis paper concerns with the demonstration of a counterexample to the construction of a C1-r...
Graduation date: 2005Wachspress rational functions are ratios of polynomials having certain properti...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
This article shows in detail how to construct in a simple and ordered way a set of rational function...
AbstractNodal variables are given for a new family of complete conforming triangular finite elements...
AbstractThe purpose of this note is to stimulate interest in the development of efficient solution m...
A symbolic-numerical algorithm implemented in Maple for constructing Hermitian finite elements is pr...
AbstractThis paper concerns the construction of a quadrilateral finite element whose interpolation s...
Abstract. A new iterative method for numerical integration of rational func-tions on the real line i...
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