This data set contains H1-conforming basis functions for triangular and tetrahedral finite elements. They are hierarchical in terms of the polynomial order and feature symmetries in terms of barycentric coordinates. Moreover, they are pairwise orthogonal with respect to the interpolation operator. The resulting element matrices exhibit high levels of sparsity and moderate condition numbers in the higher-order case. The functions are given in terms two different formats: *.mat MATLAB data file with a MATLAB structure. *.xml file with a structure
Recently, a novel high-order finite-element space for wires, quadrilaterals, and hexahedrons was pre...
AbstractH(curl) conforming finite element discretizations are a powerful tool for the numerical solu...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
A new set of H(curl) -conforming hierarchical basis functions for tetrahedral meshes is presented. C...
New curl-conforming hierarchical vector basis functions are developed for triangular-prism cells. Th...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)We present three new sets of C-1...
International audienceA new family of hierarchical vector bases is proposed for triangles and tetrah...
A new family of hierarchical vector bases is proposed for triangles and tetrahedra. These functions...
New curl-conforming hierarchical vector basis functions are developed for quadrilateral and hexahed...
The contents of this repository are associated with the paper: [1] L. L. Toth, A. Amor-Martin, and...
Recently proposed hierarchical divergence-conforming Nedelec elements for volumetric cells are revie...
A new family of hierarchical basis functions is proposed for triangular cells. These functions incor...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...
New hierarchical vector elements of arbitrary polynomial order were recently derived in [(1) R. D. G...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
Recently, a novel high-order finite-element space for wires, quadrilaterals, and hexahedrons was pre...
AbstractH(curl) conforming finite element discretizations are a powerful tool for the numerical solu...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
A new set of H(curl) -conforming hierarchical basis functions for tetrahedral meshes is presented. C...
New curl-conforming hierarchical vector basis functions are developed for triangular-prism cells. Th...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)We present three new sets of C-1...
International audienceA new family of hierarchical vector bases is proposed for triangles and tetrah...
A new family of hierarchical vector bases is proposed for triangles and tetrahedra. These functions...
New curl-conforming hierarchical vector basis functions are developed for quadrilateral and hexahed...
The contents of this repository are associated with the paper: [1] L. L. Toth, A. Amor-Martin, and...
Recently proposed hierarchical divergence-conforming Nedelec elements for volumetric cells are revie...
A new family of hierarchical basis functions is proposed for triangular cells. These functions incor...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...
New hierarchical vector elements of arbitrary polynomial order were recently derived in [(1) R. D. G...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
Recently, a novel high-order finite-element space for wires, quadrilaterals, and hexahedrons was pre...
AbstractH(curl) conforming finite element discretizations are a powerful tool for the numerical solu...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...